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From: Richard Prager <rwp@eng.cam.ac.uk>
Date: Tue, 15 Aug 1995 10:38:19 BST
X-Mailer: Mail User's Shell (7.1.1 5/02/90)
To: ai-medicine@medmail.Stanford.EDU, connectionists@cs.cmu.edu
Subject: Research Position for 1 Year Cambridge UK


                            Euro-PUNCH Project

                 Research Assistant Position for One Year

Under the terms of a grant recently awarded to the Euro-PUNCH Project we
expect to offer a one year's Research Assistant position in Cambridge to
investigate the use of:

          Neural Networks in the Prediction of Risk in Pregnancy

Euro-PUNCH is a collaborative Project funded by the Human Capital and
Mobility Programme of the Commission of the European Communities.  Thus,
the post is available only to a citizen of a European Union Member State
(but not British), who wishes to come to work in the United Kingdom.

>From the obstetrical point of view, the principal focus of the Euro-PUNCH
Project lies in the use of patient-specific measurements of an
epidemiological nature (such as maternal age, past obstetrical history,
etc.) as well as fetal heart rate recordings, in the forecasting of a
number of specific Adverse Pregnancy Outcomes.

>From the neural network point of view, the Project involves the design of
pattern-processing and classification systems which can be trained to
forecast problems in pregnancy.  This will involve continuation of work on
pattern-classification and regression analysis, using neural networks
operating on a very large database of about 1.2 million pregnancies from
various European countries.  Challenging components of the project include
dealing with missing and uncertain variables, sensitivity analysis,
variable selection procedures and cluster analysis.

Many leading European obstetrical centres are involved in the Euro-PUNCH
project, and close collaboration with a number of these will be an
essential component of the post offered.

Candidates for this post are expected to have a good first degree and
preferably a post-graduate degree in a relevant discipline.  Come
familiarity with medical statistics and neural networks is desirable but
not essential.

Salary (on the RA scale) will depend on age and experience, and is likely
to be in the range of #14,317 to #15,986 per annum.  Appointment would be
subject to satisfactory health screening.

Applications will close on 23rd August 1995.

Interviews will be held in Cambridge and are likely to be on Wednesday 30th
August 1995.

Applications (naming two referees) should be submitted to:

	  Dr Kevin J Dalton PhD FRCOG
	  Division of Materno-Fetal Medicine, Dept. Obstetrics & Gynaecology
	  University of Cambridge, Addenbrooke's Hospital
	  Cambridge  CB2 2QQ
		  Tel: +44-1223-410250   Fax: +44-1223-336873 or 215327
		  e-mail: kjd5@cus.cam.ac.uk

Informal enquiries about the project should be directed to:
   (Obstetric side)   Dr Kevin Dalton   kjd5@cus.cam.ac.uk
   (Engineering Side) Dr Niranjan       niranjan@eng.cam.ac.uk
   (Engineering Side) Dr Richard Prager rwp@eng.cam.ac.uk

From v.dimitrov@uws.edu.au Tue Aug 15 13:02:10 1995
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Date: Tue, 15 Aug 1995 19:49:17 +1000
To: Connectionists@cs.cmu.edu
From: Vladimir Dimitrov <v.dimitrov@uws.edu.au>
Subject: FLAMOC'96

International Discourse on

FUZZY LOGIC AND 
THE MANAGEMENT OF COMPLEXITY  (FLAMOC'96)
Sydney, 15-18 January, 1996

SECOND ANNOUNCEMENT AND FINAL CALL FOR PAPERS

FLAMOC'96 is an International Discourse targeted on the growing use of
Fuzzy Logic when dealing with Complexity in various fields of applications
(Industry, Business, Finance, Management, Ecology, Medicine, Social
Science, etc.).

FLAMOC'96 intends to contribute insight and foresight regarding creation of
innovative and practically efficient ways of implementing Fuzzy Logic in
problem situations impregnated with Uncertainty, Intricacy, and Hazard.

In the age of an increasing Technological, Environmental and Social
Complexity, FLAMOC'96  emphasises the synergy between Fuzzy Logic and
Neural Networks, Genetic Algorithms, Non-linear Simulation Techniques,
Fractal and Chaos Theory not only in fuzzy engineering practice but also in
the search for better understanding the changes around and in us, learning
how to handle paradoxes and risk, how to avoid conflicts and look for
collaboration and consensus, how to improve our personal and organizational
achievements by integrating many diverse and contradictory requirements
into coherent, complimentary, and useful outputs.

FLAMOC'96 provides a rich tutorial program  and an excellent opportunity to
meet and talk with world-known experts in Fuzzy Logic and Soft Computing.

FLAMOC'96 is the only one of its kind discourse that intents to explore the
diversity of practical and theoretical applications of Fuzzy Logic in
managing real life  Complexity, using Fuzzy Thinking as a bridge between
science and the humanities. 

THE PROGRAM
Keynote speaker: Prof. Lotfi Zadeh 
Invited speakers:  Prof. George Klir
                                Prof. Michio Sugeno
                             
Three basic streams build the conceptual framework of this discourse: 
- Soft Computing Technology (Fuzzy Logic, Neural Networks and Genetic
Algorithms):
with applications in Process Control, Intelligent Manufacturing Systems,
Artificial Intelligence (Expert Systems, Decision Support Systems,
Knowledge Based Leaning Systems, Robotics), Fuzzy Mathematics, Data
Analysis, Linguistics, Biomedical Engineering, Medical Informatics.
- Fuzzy Logic in Organising Systems:
with applications in Social Science (Consensus Seeking, Conflict Analysis,
Human Decision Making, Public Participation, Qualitative Reasoning,
Education), Philosophy (PostAristotelean Logic, Postmodernism), Psychology,
Economics (Stock Market and Financial Analysis).
- Approximate Reasoning in Environmental Applications:
Cleaner Production, Environmental Management, Mass Load Analysis, Risk
Management, Sustainable Development Practice, Ecology, Ecocybernetics.

Participants of FLAMOC'96 are free to suggest other topics that might be of
interest to attendees.

FLAMOC'96 will include open discussions on selected by participants issues
of   Soft Computing and Fuzzy Set Theory, System Science and Sustainable
Development, Chaos and Complexity,  as well as
introductory and advanced tutorials
hands-on demonstrations
international exhibition of fuzzy products
lectures 
visual summaries (poster sessions)
multi-paper sessions. 

FLAMOC'96  provides a special day for business people and managers ("FLAMOC
Business Day") with presentations delivered by leading experts and
tutorials on how effectively to apply Fuzzy Logic in business, marketing,
finance, and management.  

Participants are invited to submit proposals for presentation in a form
that is most appropriate to the subject matter they would cover (e.g.
paper, poster presentation, tutorial, lecture, computer demonstration,
discussion, exhibit of a fuzzy product, performance on fuzzy music system,
etc.)


THE ATTENDEES

FLAMOC'96  aimed at system and complexity scientists and researchers,
control engineers, social scientists, managers in business, industry and
government, academics, conflict resolution practitioners and facilitators,
bio-medical engineers, environmental managers and environmentalists, fuzzy
soft- and hardware specialists, information science professionals and
students.


INTERNATIONAL PROGRAM COMMITTEE

L. Zadeh (USA) - Honorary Chairman
V. Dimitrov (Univ. Western Sydney, Hawkesbury, Australia) - Coordinator
J. Bezdek (Univ. West Florida, USA)
H. Berenji (NASA, USA)
Z. Bien (Advanced Inst. Science and Technology, Korea)
C. Carlsson (Abo Academy, Finland)
E. Cox (Metus Systems Group, USA)
J. Dimitrov (Univ. Western Sydney, Nepean, Australia)
D. Driankov (Univ. Linkoeping, Sweden)  
S. Dyer (OrgMetrics, USA) 
D. Filev (Ford, USA) 
T. Gedeon (Univ. NSW, Australia) 
H. Guesgen (Univ. Auckland, New Zealand) 
M. Gupta (Univ. Saskatchewan, Canada)
J. Kacprzyk (Academy of Sciences, Poland) 
N. Kasabov (Univ. Otago, New Zealand) 
D. Keweley (Defence Science and Technology Organisation, Australia)
P. Kloeden (Deakin Univ., Australia) 
G. Klir (State Univ. New York, USA)
L. Koczy (Techn. Univ. Budapest, Hungary)
R. Kowalczyk (CRA, Advanced Technical Development, Australia)
V. Kreinovich (Univ. Texas, USA) 
K. Leung (The Chinese Univ. Hong Kong)
D. Lakov (Academy of Sciences, Bulgaria) 
M. Mizumoto (Osaka EC Univ., Japan) 
S. Murugesan (Univ.Western Sydney, Macarthur, Australia)
A. Patki (Department of Electronics, India)  
L. Reznik (Victoria Univ. Technology, Australia)
A. Ramer (Univ. NSW, Australia)
B. Rieger (Univ. Trier, Germany)
A. Salski (Univ. Kiel, Germany)
M. Smithson (James Cook Univ., Australia)
M. Sugeno (Tokyo Inst. Technology, Japan)
T. Terano (Tokyo Inst. Technology, Japan) 
T. Vladimirova (Univ. Surrey, UK) 
X. Yao (Defence Force Academy, Australia)
J. Yen (Texas A&M Univ., USA)
  

ORGANIZING/MANAGEMENT COMMITTEE

J. Dimitrov (Univ. Western Sydney, Nepean) - Chair
V. Dimitrov (Univ. Western Sydney, Hawkesbury)
X. Hu (Univ. Sydney)
G. Jaros (Univ. Sydney)
K. Kopra (Univ. Western Sydney, Hawkesbury)
J. Peperides (Omron Electronics)
G. Sheather (Univ. Technology, Sydney)
D. Tayler (Hawkesbury Technology)

IMPORTANT DATES

15 September 1995             Deadline for Extended Abstract (1-2 pages)
Submission.
Address for submission:
Dr Vladimir Dimitrov
School of Social Ecology, 
UWS-Hawkesbury, 
Richmond 2753, Australia 
Fax:      +61(45) 701901
Phone: +61(47) 701903  
E-mail:  v.dimitrov@uws.edu.au

15 October 1995  Preliminary Acceptance
30 November  1995  Deadline for Camera Ready Copy of Full Paper (5 pages)

All accepted papers will be published in the FLAMOC'96 Proceedings: "Fuzzy
Logic and the Management of Complexity".  After the discourse, selected
papers will be published in a separate volume.

REGISTRATION FEE

AUS$ 450 (before 15.11.1995) and AUS$500 (after 15.11.1995). Students' Fee:
AU$100.


TUTORIALS

Tutorials include the following topics:
(1) Introduction to Fuzzy Logic (FL) and its Applications. 
(2) Industrial Applications of FL. 
(3) Applications of FL in Management Practice. 
(4) Applications of FL in Busines and Financial Forecasting. 
(5) Clinical Applications of FL. 
(6) Application of FL in Environmental Management. 
(7) Advanced Design Methodology of Fuzzy Systems: Neuro-Fuzzy and
Fuzzy-Genetic Systems.
(8) Fuzzy Semantics
(9) Approximate Reasoning
(10) Research Topics in Soft Computing.


FEE FOR TUTORIALS:  AUS$100 for one selected tutorial topic. 
                                           AUS$180 for two selected lectures.
                                           AUS$250 for three selected lectures.
                                           AUS$300 for four or more  lectures.
                                           Students' fee: AUS$50 (full day
tutorials)
 
Potential lectures are invited to submit a one page proposal for tutorial
that includes: the background of the lecturer (both in research and
lecturing experience), abstract and contents of the proposed lecture (not
limited by the above list) to:

Dr Xiheng Hu
DEE, University of Sydney
NSW 2006, Australia
Fax:         +61(2) 351 3847
Phone:    +61(2) 351 6475
E-mail:   hxh@ee.su.oz.au
not later than 15 September 1995.

Lecturers are responsible for preparation and delivery of their lectures as
well as preparation of quality handout (such as copies of lecture
overheads). Lecturers have FREE REGISTRATION for FLAMOC'96.




EXHIBITION

For information about the exhibition and space reservation, contact:
Mr Kalevi Kopra
6 Boree Rd, Forestville 2087
Australia
Fax:        +61(2) 975 1943
Phone:   +61(2) 451 5728
Proposals for the exhibition to be sent not later than 15 September 1995.
FEE FOR EXHIBITION SPACE (for companies): AU$2000




SOCIAL EVENTS

You may want to participate in our golf tournament on 17 January 1996 (Fee:
AU$50) with fuzzy logic experts from around the world or enjoy a Conference
Dinner when cruising in the beautiful Sydney Harbour (Fee: AUS$ 100 ). Or
postconference tour to the Great Barrier Reef, Blue Mountains, etc.

For overall  information about attending at  (and participating in the
program of) FLAMOC'96, contact:
Mrs Judith Dimitrov
POBox 91, Richmond 2753
Australia
Fax:        +61(47) 761616
Phone:   +61(47) 761514




ACCOMMODATION

AUS$ 105  per room (single or shared by two or three persons) in 

(1) The Golden  Gate Hotel (Reservations: POBox K401, Haymarket, NSW 2000,
Australia; Fax +61(2) 281 2213; Phone +61(2)281 6888).

(2) Country Comfort Hotel, Sydney Central (Reservations: POBox K963,
Haymarket; Fax +61(2) 281 3794; Phone +61(2) 212 2544).

The participants must book their staying directly with one of the above
hotel as soon as possible.
Both hotels are  close (at walking distance) to the Graduate School of
Business, University of Technology, Sydney: 1-59, Quay St., Haymarket),
where FLAMOC'96 will take place, and to all major Sydney tourist
attractions.

____________________________________________________________________________
_______
REGISTRATION FORM FLAMOC'96
(to be sent to: FLAMOC'96, POBox 91, Richmond 2753, AUSTRALIA; Fax:
+61(47)761 616)
Name........................................................................
..........................................
Address.....................................................................
.........................................
Company.....................................................................
.......................................
Mailing
Address.....................................................................
...........................
Phone                                 Fax                                  
        E-mail
[      ] I shall particpate in FLAMOC'96. Enclosed is my payment of the
Registration Fee (AUS$450 before 15.11.1995; AUS$500 after 15.11.1995;
AUS$100 for students).

I shall participate in tutorials:
[     ] one selected lecture only :        (please, indicate the number of
the tutorial from the above list of tutorials)
[     ] two  selected tutorials:             (please, indicate which
numbers of the tutorials from the above list of tutorials)
[      ] three selected tutorials:            (please, indicate the
corresponding numbers)
[      ] four or more tutorials.
Enclosed is my payment for the tutorials (AUS$100 for one lecture; AUS$180
for two lectures; AUS$250 for three lectures; AUS$300 for 4 lectures or
more; [     ] Students' fee: AUS$50 full day)

[      ] I shall exhibit fuzzy products. Enclosed is my payment for the
exhibition space: AUS$2000.

I shall participate in:
[      ]Golf tournament (AUS$50) 
[      ]Conference Dinner &Harbourcruise (AUS$100)
Enclosed is my payment for the golf tournament or/and the Harbourcruise.

I am interested in Post Conference Activities such as:
[     ] Great Barrier Reef Tour
[     ] Blue Mountains Excursion
[     ] Others:
________________________________________________________________________________
________________________________________________________________________________
PAYMENT

1. CREDIT CARD
________Visa ________Master Card __________American Express ________
Card
No..........................................................................
..........................
Expiration
Date........................................................................
................
Name of the
cardholder:.................................................................
........
Signature of the
cardholder:.................................................................
..

Please, mail or fax the above form to:
FLAMOC'96
POBox 91, Richmond 2753, AUSTRALIA
Fax: +61(47) 761616


2. CHEQUE 
- made payable in Australian Dollars to:
FLAMOC'96
The University of Sydney
- sent to:
POBox 91, Richmond 2753, AUSTRALIA
____________________________________________________________________________
________






 



From kevin@research.nj.nec.com Wed Aug 16 01:22:55 1995
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Date: Tue, 15 Aug 95 14:49:12 EDT
From: Kevin Lang <kevin@research.nj.nec.com>
Message-Id: <9508151849.AA20840@doghein>
To: connectionists@cs.cmu.edu
Subject: learning 5-bit parity: RMHC vs. GP vs. MLP

                 Comments on "A Response to ..." [Ko95]

                            Kevin J. Lang
                       NEC Research Institute
                      kevin@research.nj.nec.com
                              July 1995

These remarks constitute a brief technical reply to [Ko95], 
which was handed out at the ML-95 and ICGA-95 conferences.


                SCALING FROM 3-BIT TO 5-BIT PARITY:
                     hill climbing still wins

[Ko95, section 8] extends the experimental comparison in [La95] of the
search efficiency of random mutation hill climbing and genetic search
to the task of learning 5-bit parity.  It is shown that any given run
of RMHC is four times less likely than genetic search to find a
circuit which computes 5-bit parity.  However, when RMHC manages to
find a solution, it does so about fifty times faster than genetic search.

Hence, by using RMHC in an iterated manner (i.e. multiple independent
runs), it is possible to generate solutions much more cheaply than
with genetic search.  For example, by restarting each run of RMHC
after 75,000 candidates one could obtain a candidate to solution ratio
of about 300,000.  This compares well with the value of 2,913,583
candidates per solution reported for genetic search.

The above argument could be formalized by calculating performance
curves for the two algorithms, as discussed in [Ko92, chapter 8].
[Ko95] asserts that these curves would have permitted a meaningful
comparison of the algorithms to be made, but does not provide them,
citing the large computational expense that would supposedly have to
be incurred.

Actually, the relevant portion of the I(M,i,z) curve for RMHC could be
estimated in one day by doing fifty runs out to 100,000 candidates.
Since this is roughly the same amount of work as a single run of
genetic search on this problem, estimating the performance curve for
genetic search _would_ be a daunting task.


                        DON'T USE RMHC:
              the power of multi-layer perceptrons

I would like to emphasize that hill climbing algorithm described in
[La95] was not intended to be either novel or good, and that I do NOT
advocate its use.  By deliberately using a bad version of an old
algorithm, I sought to underline the negative character of my results.

My positive advice is this: when learning functions, use multi-layer
perceptrons.  By adopting this representation for hypotheses one can
exploit the powerful gradient-based search procedures that have been
developed by the numerical analysis community.  To illustrate the
advantages of this approach, I invested 7 seconds of computer time in
ten runs of conjugate gradient search for MLP weights to compute 5-bit
parity.  The resulting candidate to solution ratio was 393.  This is
roughly 750 times better than RMHC on boolean circuits, and 7400 times
better than genetic search on boolean circuits.

          candidates      found a  
          examined      solution? 
         ----------    ----------
             31           yes
             43           yes
             62           yes
            151           yes
            196      no, stuck in local optimum
            239      no, stuck in local optimum
            271      no, stuck in local optimum
            274      no, stuck in local optimum
            308      no, stuck in local optimum
            392           yes

Unlike RMHC and genetic search, the conjugate gradient search
procedure used here has no control parameters to tweak, and should
yield good results in the hands of any user.  Also, it detects when it
is stuck in a local optimum, thus permitting an immediate restart to
be made from random weights.  This transforms the iterated methodology
from an after-the-fact accounting system into a truly useful algorithm.

  Notes on the MLP network used in the above experiment:  
    5 input units
    5 hidden units computing tanh
    1 output unit computing tanh
    random initial weights drawn uniformly from the interval [-1,+1]
    true and false encoded by +1 and -1


                            REFERENCES

[Ko95] John Koza, "A Response to the ML-95 Paper entitled "Hill
       Climbing Beats Genetic Search on a Boolean Circuit Synthesis
       Task of Koza's"", informally published and distributed document.

[La95] Kevin Lang, "Hill Climbing Beats Genetic Search on a Boolean
       Circuit Synthesis Task of Koza's", The Twelfth International
       Conference on Machine Learning, pp. 340-343, 1995.
       Note: a copy of this paper can be obtained by anonymous ftp
       from ftp.nj.nec.com:/pub/kevin/lang-ml95.ps

[Ko92] John Koza, "Genetic Programming", MIT Press, 1992, pp. 205-236.


From walter.fetter@mandic.com.br Wed Aug 16 12:48:05 1995
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From: WALTER FETTER <walter.fetter@mandic.com.br>
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SUB connectionists Walter Fetter Lages

[]s

Walter Fetter Lages
on 08/16/95 at 02:30 (GMT - 3)

Internet: w.fetter@ieee.org
          walter.fetter@mandic.com.br


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Date: Tue, 15 Aug 95 18:44:07 PDT
From: Jim Bower <jbower@bbb.caltech.edu>
Message-Id: <9508160144.AA06021@bbb.caltech.edu>
To: connectionists@cs.cmu.edu
Subject: GENESIS 2.0


------------------------------------------------------------------------

This is to announce the release of GENESIS 2.0, a major revison of the
GENESIS simulator.

GENESIS is a general purpose simulation platform which was
developed to support the simulation of neural systems ranging from complex
models of single neurons to simulations of large networks made up of more
abstract neuronal components.  GENESIS has provided the basis for laboratory
courses in neural simulation at both Caltech and the Marine Biological
Laboratory in Woods Hole, MA, as well as several other institutions.  Most
current GENESIS applications involve realistic simulations of biological
neural systems.  Although the software can also model more abstract
networks, other simulators are more suitable for backpropagation and similar
connectionist modeling.

The current version of GENESIS and its graphical front-end XODUS are written
in C and run under UNIX on Sun (SunOS 4.x or Solaris 2.x), DECstation
(Ultrix), Silicon Graphics (Irix 4.0.1 and up) or x86 PC (Linux or FreeBSD)
machines with X-windows (versions X11R4, X11R5, and X11R6).  Within the next
two months, we expect to complete the port of GENESIS to DEC Alphas (OSF1 v2
and v3), IBM RS6000s (AIX) and HPs (HPUX).  Other platforms may be capable
of running GENESIS, but the software has not been tested by Caltech outside
of these environments.

The GENESIS ftp site also contains the first release of Parallel GENESIS,
designed for networks of workstations (NOW), symmetric multiprocessors
(SMP) and massively parallel processors (MPP).  This release is known
to run on SGI/Irix and has run on these workstations: Sun4/Solaris,
Alpha/OSF1.3, DecStation/Ultrix4.3, Sun4/SunOS.  It has run on these
SMPs: SGI-Challenge/Irix 5.3, Sun4MP/Solaris.  It will soon be ported
to the Cray T3D/E MPP and later to Intel Paragon and IBM SP2 MPPs.

GENESIS 2.0 also now runs on 486 and Pentium PC's under Linux
and FreeBSD. 

In addition to these extensions, 2.0 includes a number of changes and
improvements in the source code for portability, stablity, and consistency. 
Numerous changes in the GENESIS objects also add flexibility, especially
when constructing network simulations.  In addition, the XODUS 
graphical interface has been completely rewritten and is now
independent of the Athena widget set. This allows greater interaction 
with simulations using the mouse (rescaling of graphs by click and drag,
restructuring of simulation elements with drag and drop operations, etc.). 
A script converter is included which translates GENESIS 1 scripts to 

GENESIS 2.  The GENESIS 2.0 release also includes updates of the 
simulation scripts for all tutorials  and examples used in ``The Book 
of GENESIS'' (see below).  This release includes a completely revised 
and expanded manual and on-line help.
 
Acquiring GENESIS via free FTP distribution:

    We have made the current release of GENESIS (ver. 2.0, August 1995)
available via FTP from genesis.bbb.caltech.edu (131.215.5.249).  The
distributed compressed tar file is about 3 MB in size.  The current
distribution includes full source code and documentation for both GENESIS
and XODUS as well as fourteen tutorial simulations.  Documentation for these
tutorials is included along with online GENESIS help files and postscript
files for generating the newly revised printed manual.

To acquire the software use 'ftp' to connect to genesis.bbb.caltech.edu and
login as the user "anonymous", giving your full email address as the
password.  You can then 'cd /pub/genesis' and download the software.  Be
sure to download the files LATEST.NEWS and README for information about new
features of the current GENESIS version, the files on the system, and
installation instructions.

A detailed guide to the GENESIS neuroscience tutorials and to the
construction of GENESIS simulations is given in:

   The Book of GENESIS: Exploring Realistic Neural Models with the GEneral
   NEural SImulation System, by James M. Bower and David Beeman, published by
   TELOS/Springer-Verlag -- ISBN 0-387-94019-7

For ordering information, contact info@telospub.com, or phone (in the US)
1-800-777-4643.

BABEL - GENESIS users group

Serious users of GENESIS are advised to join the users group, BABEL.
Members of BABEL are entitled to access the BABEL directories and email
newsgroup.  These are used as a repository for the latest contributions by
GENESIS users and developers.  These include new simulations, libraries of
cells and channels, additional simulator components, new documentation and
tutorials, bug reports and fixes, and the posting of questions and hints for
setting up GENESIS simulations.  As the results of GENESIS research

simulations are published, many of these simulations are being made
available through BABEL.  New developments are announced in a newsletter
which is sent by email to all members.  Members are able to access the BABEL
directories and transfer files to and from their host machines using a
passworded ftp account.

Inquiries concerning GENESIS should be addressed to
genesis@bbb.caltech.edu.  Inquiries concerning BABEL memberships should be
sent to babel@bbb.caltech.edu.  Other information concerning GENESIS,
including "snapshots" of GENESIS simulations and descriptions of research
which has been conducted with GENESIS may be found on the GENESIS World Wide
Web Server:  http://www.bbb.caltech.edu/GENESIS
From wgm@santafe.edu Wed Aug 16 22:50:43 1995
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Date: Wed, 16 Aug 95 14:03:37 MDT
From: Bill Macready <wgm@santafe.edu>
Message-Id: <9508162003.AA20822@sfi.santafe.edu>
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To: Connectionists@cs.cmu.edu

In his recent posting, Kevin Lang continues a contest with John Koza
of the "my search algorithm beats your search algorithm according to
the following performance measure for the following (contrived)
fitness function" variety.

Interested readers of connectionist should know that over the space of
all fitness functions, no matter what the performance measure, any two
search algorithms have exactly the same expected performance.

This is discussed in the paper mentioned below. That paper goes on to
discuss other more interesting issues, like head-to-head minimax
distinctions between search algorithms, the information theoretic and
geometric aspects of search, time-varying fitness functions, etc.

Interested readers should also know that there was a (very) lengthy
thread on this topic on the ga-list several months ago. In particular,
some articles following up on the paper mentioned below are announced
there. For example, an article by Radcliffe and Surry is announced
there, as is an article by Macready and Wolpert on intrisically hard
fitness functions (as opposed to functions that are hard with respect
to some particular search algorithm).

***

We are also currently involved in research with a student to
exhaustively characterize the set of fitness functions for which searh
algorithm A does much better than algorithm B and how that set differs
for the set for which B outperforms A. In particular, we are doing
this for the case where the algorithms are hill-climbers and GA's, as
in Lang's debate with Koza.

In addition, search is (from a formal perspective) almost identical to
active learning, optimal experimental design, and (a less exact match)
control theory. We are also currently investigating what those other
fields have to offer for search.

Anyone interested in receiving the results of that work as it gets
written up can email us at wgm@santafe.edu or dhw@santafe.edu

Bill Macready

***

Here are the original paper announcements:

ftp-file-name: nfl.ps

    No Free Lunch Theorems for Search

       D.H. Wolpert, W.G. Macready

We show that all algorithms that search for an extremum of a cost
function perform exactly the same, when averaged over all possible
cost functions. In particular, if algorithm A outperforms algorithm
B on some cost functions, then loosely speaking there must exist
exactly as many other functions where B outperforms A. Starting from
this we analyze a number of the other a priori characteristics of
the search problem, like its geometry and its information-theoretic
aspects.  This analysis allows us to derive mathematical benchmarks
for assessing a particular search algorithm's performance.  We also
investigate minimax aspects of the search problem, the validity of
using characteristics of a partial search over a cost function to
predict future behavior of the search algorithm on that cost
function, and time-varying cost functions. We conclude with some
discussion of the justifiability of biologically-inspired search
methods.

-------------------------------------------------------------

ftp-file-name: hard.ps

   What Makes an Optimization Problem Hard?
  
        W.G. Macready, D.H. Wolpert

We address the question, ``Are some classes of combinatorial
optimization problems intrinsically harder than others, without regard
to the algorithm one uses, or can difficulty only be assessed relative
to particular algorithms?''  We provide a measure of the hardness of a
particular optimization problem for a particular optimization
algorithm.  We then present two algorithm-independent quantities that
use this measure to provide answers to our question. In the first of
these we average hardness over all possible algorithms for the
optimization problem at hand. We show that according to this quantity,
there is no distinction between optimization problems, and in this
sense no problems are intrinsically harder than others. For the second
quantity, rather than average over all algorithms we consider the
level of hardness of a problem (or class of problems) for the
algorithm that is optimal for that problem (or class of
problems). Here there are classes of problems that are intrinsically
harder than others.

To obtain an electronic copy of these papers:

	ftp ftp.santafe.edu
	login: anonymous
	password: <your email address>
	cd /pub/wgm
	get <ftp-file-name>
	quit

Then at your system:

	lpr -P<printer-name> <ftp-file-name> 

If you have trouble getting any of these papers electronically, you
can request a hard copy from publications (wp@santafe.edu), Santa Fe
Institute, 1399 Hyde Park Road, Santa Fe, NM, USA, 87501.


From bap@scr.siemens.com Thu Aug 17 08:06:25 1995
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Date: Thu, 17 Aug 1995 01:13:12 -0400
From: Barak Pearlmutter <bap@scr.siemens.com>
Message-Id: <199508170513.BAA21287@gull.scr.siemens.com>
To: wgm@santafe.edu
Cc: connectionists@cs.cmu.edu
In-Reply-To: <9508162003.AA20822@sfi.santafe.edu> (message from Bill Macready on Wed, 16 Aug 95 14:03:37 MDT)
Subject: Strawman: 2, GP: 0
Reply-To: Barak.Pearlmutter@scr.siemens.com

It might be true that in a universe where everything was equally
likely, all search algorithms would be equally awful.  But that does
not appear to be the universe that we live it, so it is not
unreasonable to ask whether some particular search algorithm performs
well in practice.

But this point is somewhat moot, because Kevin Lang's recent post was
not claiming that "his" "new" algorithm was better than current
algorithms.

Lang published a well reasoned and careful scientific paper, which
cast doubt on the practicality and importance of a particular
algorithm (GP) by showing that on a very simple problem *taken from
the GP book* it compares unfavorably to a silly strawman algorithm.
This paper passed scientific muster, and was accepted into ML, a
respected refereed conference.

John Koza responded by distributing a lengthy unrefereed screed, the
bulk of which consisted of vicious invective and distorted
half-truths.  A small part of Koza's monograph had some actual
technical content: it gave some new numbers on a scaled-up version of
the problem in question, and interpreted them as showing that GP
scaled better than the algorithm Lang had compared it to.

However, Koza's interpretation was wrong: looking carefully at the raw
numbers shows that even in Koza's hands, GP is scaling horribly worse
than the silly strawman algorithm Lang had compared it to.

That is the point of Lang's recent post.
From workshop@Physik.Uni-Wuerzburg.DE Thu Aug 17 13:39:04 1995
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From: workshop <workshop@Physik.Uni-Wuerzburg.DE>
Message-Id: <199508171355.PAA17261@wptx14.physik.uni-wuerzburg.de>
Subject: workshop and autumn school in Wuerzburg/Germany
To: Connectionists <Connectionists@cs.cmu.edu>
Date: Thu, 17 Aug 95 15:55:33 MESZ
Mailer: Elm [revision: 70.85]

                Second Announcement and Call for Abstracts

		INTERDISCIPLINARY AUTUMN SCHOOL AND WORKSHOP ON
               NEURAL NETWORKS: APPLICATION, BIOLOGY, AND THEORY
            October 12-14 (school) and 16-18 (workshop), 1995
                           W"urzburg, Germany

  INVITED SPEAKERS INCLUDE:
M. Abeles, Jerusalem      A. Aertsen, Rehovot    J.K. Anlauf, Siemens AG 
J.P. Aubin, Paris         M. Biehl, W"urzburg    C. v.d. Broeck, Diepenbeek
M. Cottrell, Paris        G. Deco, Siemens AG    B. Fritzke, Bochum    
Th. Fritsch, W"urzburg    J. G"oppert, T"ubingen L.K.Hansen, Lyngby  
M. Hemberger,Daimler Benz L.van Hemmen, M"unchen J.A. Hertz, Copenhagen 
J. Hopfield, Pasadena     I. Kanter, Ramat-Gan   P. Kraus, Bochum       
B. Lautrup, Copenhagen    W. Maass, Graz         Th. Martinetz, Siemens AG  
M. Opper, Santa Cruz      H. Scheich, Magdeburg  S. Seung, AT&T Bell-Lab. 
W. Singer, Frankfurt      S.A. Solla, Copenhagen H. Sompolinsky, Jerusalem 
M. Stemmler, Pasadena     F. Varela, Paris       A. Weigend, Boulder 

 AUTUMN SCHOOL, Oct. 12-14:
 Introductory lectures on theory and applications of neural nets for 
 graduate students and interested postgraduates in biology, medicine,
 mathematics, physics, computer science, and other related disciplines.
 Topics include neuronal modelling, statistical physics, hardware and 
 application of neural nets, e.g.  in telecommunication and biological 
 data analysis.

 WORKSHOP, Oct. 16-18:
 Biology, theory, and applications of neural networks with particular 
 emphasis on the interdisciplinary aspects of the field. There will be 
 only invited lectures with ample time for discussion. In addition,
 poster sessions will be scheduled. 

 REGISTRATION: Recommended before AUGUST 31, per FAX or (E-)MAIL to 
     Workshop on Neural Networks, Inst. f"ur Theor. Physik, 
     Julius-Maxmimilians-Universit"at
     Am Hubland, D-97074 W"urzburg, Germany
     Fax: +49 931 888 5141    E-mail: workshop@physik.uni-wuerzburg.de  

 The registration fee is DM 150,- for the Autumn school and DM 150,- for
 the Workshop, due upon arrival (cash only). Students pay DM 80,- for
 each event (student ID required).

 ABSTRACTS: Participants who wish to present a poster should submit title
 and abstract together with their registration, preferably by E-mail.
 Deadline for the registration of poster contributions is AUGUST 31.

 ACCOMMODATION: Please use the appended form to contact directly the 
 W"urzburg Tourist Office for room reservations (Fax +49 931 37652).
 NOTE THAT THIS NUMBER WAS WRONG IN THE FIRST ANNOUNCEMENT!!!!!!!!!
 We strongly recommend to arrange accommodation as soon as possible as 
 various other conferences are scheduled for the same period of time.

 FTP-SERVER: Updated information (program, abstracts etc.) is available
 via anonymous ftp from  the site  ftp.physik.uni-wuerzburg.de, directory
 /pub/workshop/. Retrieve file README for further instructions. 

 ORGANIZING COMMITTEE: M. Biehl, Th. Fritsch, W. Kinzel, Univ. W"urzburg.

 SCIENTIFIC ADVISORY COUNCIL: D. Flockerzi, K.-D. Kniffki, W. Knobloch,
 M. Meesmann, T. Nowak, F. Schneider, P. Tran-Gia, Universit"at W"urzburg.

 SPONSORS:
 Peter Beate Heller-Stiftung im Stifterverband f. die Deutsche Wissenschaft,
 Research Center of Daimler Benz AG, Stiftung der St"adt. Sparkasse W"urzburg. 

 --------------------------------cut here----------------------------------


                      Registration Form
 
 Please return to:
       
    Workshop on Neural Networks
    Institut f"ur Theoretische Physik
    Julius-Maximilians-Universit"at
    Am Hubland
    D-97074 W"urzburg, Germany
   
    Fax: +49 931 888 5141
    
    E-mail :  workshop@physik.uni-wuerzburg.de


   I will  attend the    
 
   Autumn School Oct. 12-14   [ ] * 
  (Reg. fee DM 150,- [ ] / 80,- [ ]  due upon arrival)  *  

   Workshop Oct. 16-18        [ ] *  
  (Reg. fee DM 150,- [ ] / 80,- [ ]  due upon arrival)  *

 * Please mark, reduced fee applies only for participants with valid 
   student-ID.

   I wish to present a poster  [ ]               
  (If yes, please send  a title page with a 10-line abstract!)  

 
 Name: 
 
 Affiliation: 


 Address:



 Phone:

 Fax:

 E-mail:

 (please provide full postal address in any case!)


 Signature:













 --------------------------cut here, print out and fill in ------------------

   To the  Congress and Tourismus Zentrale
           Am Congress Centrum
           D- 97079 Wuerzburg    Fax:    ( +49)  931  37652  

   PLEASE NOTE:  
   In case of room reservations the Tourist Office only proceeds as  an agent.
   Your request should arrive here early enough to allow us to accommodate you 
   and send you a reply (about one week)
   For this reservation we will charge you DM 5,- which you will have to pay
   with your hotel bill. 

   REF:  Workshop on Neural Networks
	 Institut fuer Theoretische Physik
	 Universitaet Wuerzburg
	 Am Hubland
	 D-97074 Wuerzburg
 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - 

   I hereby reserve   ....... single rooms      ....... double rooms

   LOCATION  of the accommodation
              [ ] inner city            [ ] city           [ ]  suburbs

   PRICE (per night, including breakfast)
                                    single                 double 
      room with bath/shower/WC     [ ] from DM 90,-       [ ] from DM 130,-       
      room with bath/shower/WC     [ ] from DM 130,-      [ ] from DM 180,-       
      room with bath/shower/WC     [ ] from DM 180,-      [ ] from DM 250,-       

   DATE of arrival ............. for ........... night(s)

   TIME of arrival (approximately)  .............. h  by  car/train

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   SENDER: (print letters)
      
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      Phone             :                       Fax  :

From kruschke@croton.psych.indiana.edu Thu Aug 17 21:20:36 1995
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From: John Kruschke <kruschke@croton.psych.indiana.edu>
Message-Id: <9508171416.AA12437@croton.psych.indiana.edu>
Subject: report announcement: Five principles of category learning
To: connectionists@cs.cmu.edu
Date: Thu, 17 Aug 1995 09:16:29 -0500 (EST)
Cc: John Kruschke <kruschke@croton.psych.indiana.edu>
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==========================================================

Kruschke, J. K. & Erickson, M. A. (to appear). Five
principles for models of category learning. Invited
chapter in: Z. Dienes (ed.), Connectionism and Human
Learning. Oxford, England: Oxford University Press.

ABSTRACT: The primary goal of this chapter is to report a
connectionist model that integrates five principles of
category learning previously implemented separately.
Previous work by Kruschke (1995) modeled the
generalization phase of the ``inverse base-rate effect''
(Medin and Edelson, 1988), but did not address performance
in the learning phase.  That work emphasized the
principles of rapid attention shifts and consistent use of
base rate knowledge.  Subsequent work by Kruschke and
Bradley (1995) addressed the learning phase of a simpler
categorization task, and emphasized the principles of
short-term memory and strategic guessing.  The present
chapter integrates principles from both previous reports,
and applies the integrated model to both the learning and
generalization phases of the inverse base-rate effect.

PostScript for this chapter, and for the previous papers
cited in the abstract, may be retrieved from the Research
section of my Web page, which has address (URL) listed
below.

  John K. Kruschke          e-mail: kruschke@indiana.edu 
  Dept. of Psychology             office: (812) 855-3192 
  Indiana University                 lab: (812) 855-9613 
  Bloomington, IN 47405-1301 USA     fax: (812) 855-4691
  URL= http://silver.ucs.indiana.edu/~kruschke/home.html

==========================================================
From bert@mbfys.kun.nl Thu Aug 17 21:20:39 1995
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Date: Thu, 17 Aug 1995 17:05:13 +0200
From: Bert Kappen <bert@mbfys.kun.nl>
Message-Id: <199508171505.RAA14729@septimius.mbfys.kun.nl>
To: Connectionists@cs.cmu.edu
Subject: Paper dynamic linking, paper active vision


The following two papers are available by anonymous FTP.
DO NOT FORWARD TO OTHER GROUPS
No hardcopies available

Dynamic linking in Stochastic Networks
Hilbert J. Kappen, Marcel J. Nijman
To be presented at the International Conference on Brain Processes,
Theories and Models to take place in Las Palmas de Gran
Canaria, Spain, Nov 12-17, 1995. 
FTP-host: ftp.mbfys.kun.nl
FTP-file: /snn/pub/reports/Kappen.Dyn.Link.ps.Z

Abstract:
It is well established that cortical neurons display synchronous
firing for some stimuli and not for others. The resulting synchronous
subpopulation of neurons is thought to form the basis of object
perception.  In this paper this 'binding'
problem is formulated for Boltzmann Machines. Feed-forward
connections implement feature detectors and lateral connections
implement memory traces or cell assemblies.
We show, that dynamic linking can be solved in the
Ising model where sensory input provides local evidence.
The lateral connections in the
hidden layer provide global correlations between features that belong
to the same stimulus and no correlations between features from different
stimuli.

Learning Active Vision
Hilbert J. Kappen, Marcel J. Nijman, Tonnie van Moorsel
To be presented at ICANN'95, October 1995, Paris
FTP-host: ftp.mbfys.kun.nl
FTP-file: snn/pub/reports/Kappen.Active.Vision.ps.Z

Abstract:
In this paper we introduce a new type of problem which we call
active decision. It consists of finding the optimal subsequent action,
based both on partial observation and on previously learned knowledge.
We propose a method for solution, based on Boltzmann Machine learning
of joint input-output probabilities
and on an entropy minimization criterion.
We show how the method provides a basic mechanism for active vision
tasks such as saccadic eye movements.



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     **********************************************************************
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     JOB OPPORTUNITY: NEURAL NETWORK FINANCIAL APPLICATIONS
     
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To: NEURO1-L@UICVM.CC.UIC.EDU, neuron-request@CATTELL20.psych.upenn.edu,
        Connectionists@cs.cmu.edu, enns-list@dcs.kcl.ac.uk, neur-sci@dl.ac.uk,
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From: esann@dice.ucl.ac.be
Subject: Neural Processing Letters Vol.2 No.4

Neural Processing Letters: new issue Vol.2 No.4
-----------------------------------------------

You will find enclosed the table of contents of the July 1995 issue of
"Neural Processing Letters" (Vol.2 No.4).  The abstracts of these papers
are contained on the below mentioned FTP and WWW servers.  We also inform
you that subscription to the journal is now possible by credit card.  All
necessary information is contained on the following servers:
- FTP server: ftp.dice.ucl.ac.be
  directory: /pub/neural-nets/NPL
- WWW server: http://www.dice.ucl.ac.be/neural-nets/NPL/NPL.html

If you have no access to these servers, or for any other information
(subscriptions, instructions for authors, free sample copies,...), please
don't hesitate to contact directly the publisher:
           D facto publications
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           B-1210 Brussels
           Belgium
           Phone: + 32 2 245 43 63
           Fax:   + 32 2 245 46 94


Neural Processing Letters, Vol.2, No.4, July 1995
_________________________________________________
- Evolving neural networks with iterative learning scheme for associative me=
mory
  Shigetaka Fujita, Haruhiko Nishimura
- Combining Singular-Spectrum Analysis and neural networks for time series
forecasting
  F. Lisi, O. Nicolis, Marco Sandri
- A simplified MMC model for the control of an arm with redundant degrees
of freedom
  U. Steink=FChler, W.-J. Beyn, H. Cruse
- On the statistical physics of radial basis function networks
  Sean B. Holden, Mahesan Niranjan
- Accelerated training algorithm for feedforward neural networks based on
least squares method
  Y.F.Yam and Tommy W.S.Chow
- On the search for new learning rules for ANNs
  Samy Bengio, Yoshua Bengio, Jocelyn Cloutier




_____________________________
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        conference services
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From: "Michael J. Kearns" <mkearns@research.att.com>
To: Connectionists@cs.cmu.edu
Subject: COLT '96 Call for Papers
Cc: mkearns@research.att.com



______________________________________________________________________
		PRELIMINARY CALL FOR PAPERS---COLT '96

	  Ninth Conference on Computational Learning Theory
		      Desenzano del Garda, Italy
		       June 28 -- July 1, 1996
______________________________________________________________________

The Ninth Conference on Computational Learning Theory (COLT  '96) will
be held in the town of Desenzano del Garda,  Italy, from  Friday, June
28,  through  Monday,  July 1, 1996.   COLT  '96  is  sponsored by the
Universita`  degli Studi  di Milano.   We invite papers  in all  areas 
that relate  directly to the analysis  of learning algorithms  and the 
theory  of machine  learning,  including neural networks,  statistics,
statistical physics, Bayesian/MDL estimation, reinforcement  learning,
inductive inference, knowledge  discovery in databases,  robotics, and
pattern recognition.    We  also encourage the  submission  of  papers
describing   experimental results  that  are supported by  theoretical
analysis.

ABSTRACT SUBMISSION.
Authors should  submit  fifteen  copies (preferably two-sided)  of  an
extended abstract to:
				   
		     Michael Kearns --- COLT '96
		 AT&T Bell Laboratories, Room 2A-423
			 600 Mountain Avenue
		  Murray Hill, New Jersey 07974-0636
	    Telephone(for overnight mail): (908) 582-4017

Abstracts must be RECEIVED by FRIDAY JANUARY  12, 1996.  This deadline
is firm.  We also anticipate allowing electronic submissions.  Details
of the electronic submission procedure  will be provided in an updated
Call   for  Papers,   and  will   be  available  from   the  web  site

	       http://www.cs.cmu.edu/~avrim/colt96.html

which will also be used to provide other  program-related information.
Authors will   be  notified of  acceptance  or rejection on  or before
Friday, March  15, 1996.   Final camera-ready papers   will  be due by
Friday, April 5.   Papers  that have  appeared   in  journals or other
conferences, or that are being submitted to other conferences, are not
appropriate for submission  to  COLT.  An exception to  this policy is
that COLT and STOC have agreed  that a paper can be  submitted to both
conferences, with the understanding that a paper will be automatically
withdrawn from COLT if accepted to STOC.

ABSTRACT FORMAT.
The  extended  abstract  should  include a  clear   definition of  the
theoretical model used and a clear description of the results, as well
as a  discussion of their  significance, including comparison to other
work.   Proofs or proof sketches  should  be included. If the abstract
exceeds 10 pages,  only the first 10 pages  may be examined.   A cover
letter   specifying the contact  author and  his  or her email address
should accompany the abstract.

PROGRAM FORMAT.
At the discretion of the program committee, the program may consist of
both long and short talks,  corresponding to longer and shorter papers
in  the proceedings.   The short talks  will  also be  coupled with  a
poster presentation.

PROGRAM CHAIRS.
Avrim Blum (Carnegie Mellon University) and Michael Kearns  (AT&T Bell
Laboratories).

CONFERENCE AND LOCAL ARRANGEMENTS CHAIRS.
Nicolo`  Cesa-Bianchi  (Universita`  di  Milano)  and  Giancarlo Mauri
(Universita` di Milano).

PROGRAM COMMITTEE.
Martin Anthony (London School of Economics), 
Avrim Blum (Carnegie Mellon University),
Bill Gasarch (University of Maryland), 
Lisa Hellerstein (Northwestern University), 
Robert Holte (University of Ottawa), 
Sanjay Jain (National University of Singapore), 
Michael Kearns (AT&T Bell Laboratories),
Nick Littlestone (NEC Research Institute), 
Yishay Mansour (Tel Aviv University), 
Steve Omohundro (NEC Research Institute), 
Manfred Opper (University of Wuerzburg), 
Lenny Pitt (University of Illinois), 
Dana Ron (Massachusetts Institute of Technology), 
Rich Sutton (University of Massachusetts)

COLT, ML, AND EUROCOLT.
The Thirteenth International  Conference on  Machine Learning (ML '96)
will be held right after COLT '96,  on July 3--7 in  Bari, Italy.   In
cooperation  with COLT, the  EuroCOLT  conference will not  be held in
1996.

STUDENT TRAVEL.  
We anticipate some funds will be available to partially support travel
by student   authors.   Details will be  distributed   as  they become
available.

From wgm@santafe.edu Fri Aug 18 16:12:54 1995
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From: wgm@santafe.edu
Message-Id: <9508181742.AA00176@yaqui>
To: Connectionists@cs.cmu.edu

In response to the recent postings of Kevin Lang and Bill Macready and
David Wolpert, Barak Pearlmutter writes:

>>>
But this point is somewhat moot, because Kevin Lang's recent post was
not claiming that "his" "new" algorithm was better than current
algorithms.
>>>

Nor did we ever assume he was making this claim. We simply wanted to
point to our work that resulted from many of the same motivations and
investigates such issues from the most general perspective.

>>>
Lang published a well reasoned and careful scientific paper, which
cast doubt on the practicality and importance of a particular
algorithm (GP) by showing that on a very simple problem *taken from
the GP book* it compares unfavorably to a silly strawman algorithm.
This paper passed scientific muster, and was accepted into ML, a
respected refereed conference.
>>>

Again we want to stress we were not attacking Lang's work *at all*. We
couldn't agree more that the GP community needs more comparisons of
its results to other techniques. For those interested in such
comparisons I would also point to the papers of Una-May O'Reilly. They
can be found at http://www.santafe.edu/sfi/publications/94wplist.html

***

As regards No Free Lunch issues in optimization and supervised
learning,

>>>
It might be true that in a universe where everything was equally
likely, all search algorithms would be equally awful. 
>>>

It is NOT true that "in a universe where everything was equally
likely, all search algorithms would be equally awful." For example,
there are major head-to-head minimax distinctions between
algorithms. (The true magnitude of those distinctions is coming to
light in the work with our student we mentioned in our previous post.)

This is a crucially important point. There is a huge amount of
structure distinguishing algorithms even in "a universe where
everything was equally likely". All that would be "equally awful" in
such a universe is expected performance.

And of course in supervised learning there are other major a priori
distinctions between algorithms. E.g., for quadratic loss, if you give
me a learning algorithm with *any* random component (backprop with
random initial weights anyone?), I can always come up with an
algorithm with assuredly (!) superior performance, *independent of the
target*. (And therefore independent of the "universe that we live
in".)

Bill Macready and David Wolpert

From pazzani@super-pan.ICS.UCI.EDU Fri Aug 18 17:26:38 1995
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To: ML-LIST:;
Subject: Machine Learning List: Vol. 7, No. 14
Reply-To: ml@ics.uci.edu
Date: Fri, 18 Aug 1995 11:29:57 -0700
From: Michael Pazzani <pazzani@super-pan.ICS.UCI.EDU>
Message-Id:  <9508181146.aa13755@paris.ics.uci.edu>


		 Machine Learning List: Vol. 7, No. 14
		       Friday, August 18, 1995

Contents:
         Genetic Programming and Hill Climbing
         Genetic Programming and Hill Climbing
         Response to Lang's July 31, 1995 "Comments"
         NNCM-95 PRELIMINARY PROGRAMME
         call for papers, IEEE Journal on SELECTED AREAS IN COMMUNICATIONS
         COLT '96 Call For Papers (preliminary version)
         new papers available via www; comments and feedback sought
         publications available 
         Paper available on incremental local learning
	

The Machine Learning List is moderated.  Contributions should be relevant to
the scientific study of machine learning. Mail contributions to ml@ics.uci.edu.
Mail requests to be added or deleted to ml-request@ics.uci.edu.  Back issues 
may be FTP'd from ics.uci.edu in pub/ml-list/V<X>/<N> or N.Z where X and N are
the volume and number of the issue; ID: anonymous PASSWORD: <your mail address>
URL- http://www.ics.uci.edu/AI/ML/Machine-Learning.html

----------------------------------------------------------------------

From: John Koza <koza@cs.stanford.edu>
Date: Thu, 17 Aug 95 12:59:47 PDT
Subject: Genetic Programming and Hill Climbing

[Note: John Koza submitted one message, which I have broken into two messages:
This one and another following Lang's reply to the paper that is summarized
by this message.  Further commentary is welcome by either author (or anyone)
in the next ML-LIST. ]


FROM:
John R. Koza
Computer Science Department
Stanford University
Stanford, California 94305
Koza@CS.Stanford.Edu
http://www-cs-faculty.stanford.edu/~koza/

1. BACKGROUND
In a paper entitled "Hill Climbing Beats Genetic 
Search on a Boolean Circuit Synthesis Problem of 
Koza's" that was accepted and published by the 1995 
International Machine Learning Conference, Kevin 
Lang proposed a hillclimbing algorithm employing 
two kinds of random mutation of program trees that, 
he claimed, "beat" genetic programming (Lang 
1995a).  

Lang's claim that his hillclimbing algorithm 
"beat" genetic programming was based on a 
comparative experiment based on 100 runs of all 
80 distinct 3-argument Boolean functions for the 
two algorithms.  

I responded in a 24-page document distributed, by 
hand, on July 11, 1995 at the ML-95 conference in 
Tahoe City, California entitled "A Response to the 
ML-95 Paper Entitled 'Hill Climbing Beats Genetic 
Search on a Boolean Circuit Synthesis Problem of 
Koza's' " (Koza 1995).  


2. SUMMARY OF LANG'S ML-95 PAPER 
AND MY JULY 11 "RESPONSE"
Readers already familiar with Lang's ML-95 paper 
and my hand-distributed July 11 "Response" can skip 
this summary of the "first round" in sections 2.1 and 
2.2 below.  

2.1 LANG'S ML-95 PAPER
Lang's ML-95 paper presents a specific alternative to 
the population-based search method employed by the 
genetic algorithm.  His proposed search algorithm 
starts with a single random individual and, at each 
time step, remembers the single best individual ever 
seen.  Then, on each time step, one candidate new 
individual is probabilistically created and compared 
with the current single best individual.  If the new 
candidate is at least as good as the current best 
individual, the candidate becomes the new best 
individual.  

The candidate is created differently on alternate 
time steps.  On the even-numbered steps (starting 
with time step 0), the new candidate is a randomly 
created entirely new individual.  On the odd-
numbered steps, the new candidate is the offspring 
produced by "crossing" the current best individual 
with a randomly created new individual.  In this 
single-parent "crossing" operation (which is 
equivalent to the mutation operation of genetic 
programming), a randomly chosen subtree from an 
especially created new random individual is inserted 
at a randomly chosen point of the current best 
individual (thereby replacing the subtree currently 
located at that point). 

2.2 MY JULY 11 RESPONSE
One would think that most researchers in automated 
learning would be very surprised to see a tabulation of 
100 runs of the family of 80 3-argument Boolean 
functions proffered as a suitable testbed for reaching a 
generalizable conclusion about machine learning.   
My "Response" asserted that 

"When a scientific claim must be established by 
experimental evidence (as opposed to proof), the 
persuasive quality of the experimental testbed is 
necessarily a threshold issue."  

I went on to say, 

"Boolean functions of ANY arity are ... of 
questionable value for basing generalizations 
about the performance of learning algorithms. 
(Emphasis in original). 
 
 The inadequacy of Lang's testbed consisting of 80 
3-argument Boolean functions can be seen merely by 
increasing the number of Boolean arguments to 4 and 
5.    100% of the runs of genetic programming solved 
the only-slightly-less-trivial Boolean even-4-parity 
and the even-5-parity problems (in an average of 
about a half million and three million steps, 
respectively).  

In contrast, only 75% of a dozen runs of the Lang's 
mutation-based hillclimbing algorithm solved the 
even-4-parity problem and only 25% solved the even-
5-parity problem.  The remaining runs of Lang's 
hillclimbing algorithm wandered around at various 
suboptimal fitness levels for the final 99% or so of the 
4,800,000 steps allowed in each run.    Lang's 
hillclimbing runs didn't succeed after giving it a 
generous number of steps (4,800,000) because of the 
well known tendency of probabilistic hillclimbing 
algorithms to not make any progress for very long 
stretches of time.  (Note that stochastic hillclimbing 
algorithms don't ever get stuck.  Given enough time, 
Lang's random mutation of program trees will, 
eventually, solve any problem whatsoever).  
The even-3-parity problem dramatizes the fallacy 
inherent in the Lang's bombastic proclamation that 
probabilistic hillclimbing "beats" genetic 
programming.  

Referring to a histogram showing how well 
1,000,000 randomly created programs perform the 
even-3-parity task (table 26.1 of Koza 1994), 67.5% 
have fitness 4 (i.e., produce the correct answer for 
half of the 8 combinations of the 3 Boolean inputs); 
15.6% have fitness 5 and 3 each; 0.5% have fitness 2 
and 6; only 0.33% have fitness 7 or 1; and none (out 
of 1,000,000) have fitness 8 (the best) or 0 (the 
worst).   

Because two thirds of the random population have 
fitness 4, a run of Lang's proposed hillclimbing 
algorithm will typically start at time step 0 with a 
randomly created individual with a fitness of 4.  On 
step 1 (and every succeeding odd-numbered step), a 
random GP mutation of the current best individual 
will be executed.  On step 2 (and every succeeding 
even-numbered step), a randomly created entirely 
new individual will be generated.  This entirely new 
random individual (and every succeeding entirely new 
random individual generated on these even-numbered 
steps) will have a 2/3 probability of having fitness 4 
and a 1/6 probability of having fitness 5 (as shown in 
the histogram).   

After alternating these odd and even time steps a 
few times, the current best individual will probably 
work its way up to a fitness value of 5 and later to 6.  
Once the current best individual reaches a fitness 
level of 6, the even-numbered steps starts to become 
irrelevant since there is only a 0.33% (1 in 300) 
chance of creating a randomly created entirely new 
individual with fitness 7.  The reason is that the even-
numbered steps always draw from the same well (i.e., 
the known random distribution).  

When the fitness of the current best individual 
reaches the level of 7 (most likely due to an odd-
numbered step), the chance that an even-numbered 
step will create an entirely new individual with fitness 
8 is considerably less than one in a million.  These 
odds are essentially "never" in relation to the total of 
small number of steps involved (i.e., 1,250).  

In other words, as soon as the fitness of the current 
best individual moves just a few standard deviations 
away from the mean value for randomly created new 
individuals, the even-numbered steps in the proposed 
hillclimbing algorithm become totally ineffective and 
irrelevant in advancing the progress of the search.  In 
fact, the even-numbered steps matter only when the 
best current individual in this hillclimbing algorithm 
is very close to the mean (e.g., at the very beginning 
of the run).  

The irrelevance of the even-numbered steps would 
have been obvious to the paper's author had not made 
the threshold error (uncritically accepted by the 1995 
International Machine Learning Conference) of 
employing the 80 very trivial 3-argument Boolean 
functions as its chosen testbed and had, instead, 
studied the ever-so-slightly less trivial 4-argument or 
5-argument Boolean functions.  

For example, 100% of 1,000,000 randomly created 
individuals for the even-4-parity problem have fitness 
between 4 and 12.  None of these 1,000,000 
randomly created individuals even come close to the 
best level of fitness of 16 because a 16 is many 
standard deviations away from the mean of 8.   
Similarly, 100% of the 1,000,000 randomly created 
individuals for the even-5-parity task have fitness 
between 12 and 20.  Again, a perfect score of 32 is 
many, many standard deviations away from the mean 
value of 16.  

Thus, once the proposed hillclimbing algorithm 
moves even slightly above the mean, there is 
essentially no chance that the even-numbered steps 
will produce a new individual that will dethrone the 
current best individual.  The entire burden of 
advancing the progress of the search falls, almost 
immediately, upon the odd-numbered steps (i.e., the 
ordinary GP operation of mutation).  

Having eliminated the even-numbered steps from 
the picture, the question then becomes whether the 
odd-numbered steps can successfully search a 
complicated search space.  We need not speculate on 
the answer to this question because the answer is 
already in Lang's ML-95 paper.  Lang apparently first 
tried an approach consisting only of the odd-
numbered steps and apparently discovered that this 
approach didn't work even in the nanoworld of 3-
argument Boolean functions.  The paper says, 

"Fully half of our candidates circuits were 
random, drawn from the same distribution that 
yielded poor performance for [random-generation-
and-test]."

Tellingly, the paper continues,

"While this seems like a waste of resources, 
WE NEEDED TO HAVE SOME 
MECHANISM for escaping from the local 
optima that would have resulted from keeping 
only one good circuit around at a time.  
(Emphasis added)."
 
In other words, Lang's paper concedes the inability 
of the odd-numbered steps alone for searching a non-
linear space because of the well-known problem of 
lingering for long stretches of time at various 
suboptimal levels of fitness.  

Given that the paper concedes the inability of the 
odd-numbered steps to work and given the provable 
inability of the even-numbered steps to play any role 
in the search (once the search breaks out of the 
immediate neighborhood of the mean value of the 
initial random distribution), it is clear that NEITHER 
PART OF LANG'S PROPOSED HILLCLIMBING 
ALGORITM WORKS.   The proposed hillclimbing 
algorithm is a pasting together of an approach that 
Lang's paper concedes doesn't work with an 
ineffective and irrelevant approach that provably can't 
work.  

Presumably, Lang came to the realization that he 
"needed to have some mechanism" from his own 
preliminary experimentation on the family of 3-
argument Boolean functions.  Then, because of the 
threshold error of conducting these experiments in the 
trivial testbed of 3-argument Boolean functions (an 
glaringly obvious error accepted uncritically by the 
International Machine Learning Conference), all the 
search activity of consequence was concentrated in 
the highly confined interval between a fitness level of 
6 and 8.  In this highly misleading and trivial world, 
the author of the paper managed to convince himself 
that his even-numbered steps (i.e., the resort to totally 
random "generation 0" individuals) actually 
contributed something to the progress of the search.  


------------------------------

From: Kevin Lang <kevin@research.nj.nec.com>
Date: Fri, 28 Jul 95 15:17:14 EDT
Subject: Genetic Programming and Hill Climbing



                Comments on "A Response to ..." [Ko95]

                            Kevin J. Lang
                       NEC Research Institute
                      kevin@research.nj.nec.com
                              July 1995

These remarks constitute a brief technical reply to the document
[Ko95] which was handed out at the ML-95 conference and elsewhere.


                 SCALING FROM 3-BIT TO 5-BIT PARITY:
                       Hill Climbing Still Wins

[Ko95, section 8] extends the experimental comparison in [La95] of the
search efficiency of random mutation hill climbing and genetic search
to the task of learning 5-bit parity.  It is shown that any given run
of RMHC is four times less likely than genetic search to find a
circuit which computes 5-bit parity.  However, when RMHC manages to
find a solution, it does so about fifty times faster than genetic search.

Hence, by using RMHC in an iterated manner (i.e. multiple independent
runs), it is possible to generate solutions more cheaply than with
genetic search.  For example, by restarting each run of RMHC after
75,000 candidates one could obtain a candidate to solution ratio of
about 300,000.  This compares well with the value of 2,913,583
candidates per solution reported for genetic search.

The above argument could be formalized by calculating performance
curves for the two algorithms, as discussed in [Ko92, chapter 8].
[Ko95] asserts that these curves would have permitted a more
meaningful comparison of the algorithms to be made, but does not
provide them, citing the large computational expense that would
supposedly have to be incurred.

Actually, the relevant portion of the I(M,i,z) curve for RMHC could be
estimated in one day by doing fifty runs out to 100,000 candidates.
Since this is roughly the same amount of work as a single run of
genetic search on this problem, estimating the performance curve 
for genetic search _would_ be a daunting task.


                        DON'T USE RMHC:
               The performance of backpropagation

I would like to emphasize that the particular version of random
mutation hill climbing that was employed in my experiment was not
intended to be either novel or good, and that I do NOT advocate its
use.  By deliberately using a bad version of an old algorithm, I
sought to underline the negative character of my results.

My positive advice is this: when learning functions, use multi-layer
perceptrons.  By adopting this representation for hypotheses one can
exploit the powerful gradient-based search procedures that have been
developed by the numerical analysis community.  To illustrate the
advantages of this approach, I invested 7 seconds of computer time in
ten runs of conjugate gradient search for MLP weights to compute 5-bit
parity.  The resulting candidate to solution ratio was 393.  This is
roughly 750 times better than RMHC on boolean circuits, and 7400 times
better than genetic search on boolean circuits.

          candidates      found a  
          examined      solution? 
         ----------    ----------
             31           yes
             43           yes
             62           yes
            151           yes
            196      no, stuck in local optimum
            239      no, stuck in local optimum
            271      no, stuck in local optimum
            274      no, stuck in local optimum
            308      no, stuck in local optimum
            392           yes

Unlike RMHC and genetic search, the conjugate gradient search
procedure used here has no control parameters to tweak, and should
yield good results in the hands of any user.  Also, it detects when it
is stuck in a local optimum, thus permitting an immediate restart to
be made from random weights.  This transforms the iterated methodology
from an after-the-fact accounting system into a truly useful algorithm.

  Notes on the MLP network used in the above experiment:  
    5 input units
    5 hidden units computing tanh
    1 output unit computing tanh
    random initial weights drawn uniformly from the interval [-1,+1]
    true and false encoded by +1 and -1


                            REFERENCES

[Ko95] John Koza, "A Response to the ML-95 Paper entitled "Hill
       Climbing Beats Genetic Search on a Boolean Circuit Synthesis
       Task of Koza's"", informally published and distributed document.

[La95] Kevin Lang, "Hill Climbing Beats Genetic Search on a Boolean
       Circuit Synthesis Task of Koza's", The Twelfth International
       Conference on Machine Learning, pp. 340-343, 1995.

[Ko92] John Koza, "Genetic Programming", MIT Press, 1992, pp. 205-236.


------------------------------

From: John Koza <koza@cs.stanford.edu>
Date: Thu, 17 Aug 95 12:59:47 PDT
Subject: Response to Lang's July 31, 1995 "Comments"


On July 31, 1995, Lang wrote "Comments on 'A 
response to ... ' " subtitled "Hill Climbing Still Wins" 
(Lang 1995b) and submitted these "Comments" to  the 
ML mailing list (and distributed them on another 
mailing list).   
Mike Pazzani, moderator of the ML mailing list, 
invited me to respond to Lang's latest "Comments" 
claiming that "Hill Climbing Still Wins."  

3. TRACKING THE MOVING TARGET OF 
LANG'S JULY 31 COMMENTS
I believe my July 11 "Response" succeeded in 
demonstrating the fallacy of Lang's claim in his ML-
95 paper that hillclimbing algorithm "beat" genetic 
programming ("of Koza's," as he put it).  

I believe my "Response" showed that, as the testbed 
is scaled up to these only-slightly-harder Boolean 
problems, there is a decreasing ability of the 
hillclimbing algorithm (on a dramatically decreasing 
fraction of the runs) to work, within any reasonable 
amount of time (while recognizing that Lang's 
algorithm will always work, on any problem, when 
given enough time).  

The best evidence of the success of my July 11 
"Response" is the fact that Lang's July 31 
"Comments" claiming that "Hill Climbing Still Wins" 
start off by ABANDONING the specific algorithm 
described in his published ML-95 paper.  
Indeed, in "Hill Climbing Still Wins," Lang unveils 
two new algorithms not even hinted at in his 
published ML-95 paper. 

Lang's first new algorithm is an "iterative" 
probabilistic hillclimbing algorithm that runs for 
75,000 steps and is then restarted.  Note that time is 
the essence in this debate.   The only claim made in 
Lang's ML-95 paper is that hillclimbing "beats" 
genetic programming.   And, the only claim made by 
Lang's July 31 iterative algorithm is that "Hill 
Climbing Still Wins" as to time.   There is no dispute 
that both of Lang's algorithms will eventually work, 
on any problem, when given enough time.  Thus, the 
essence of Lang's new "iterative" algorithm is the 
number 75,000 that defines a series of jack-rabbit 
starts (instead of letting the algorithm run to its 
natural and eventual guaranteed successful conclusion 
at some very distant time). 

What is the general principle by which one could 
possibly apply Lang's new iterative algorithm to an 
arbitrary problem in order to yield this time 
advantage?   

Does the cutoff number of 75,000 work for the 6-
parity or 7-parity problem?  The robotic box-pushing 
problem?  The intertwined spiral problem (Lang and 
Witbrock 1989)?  The transmembrane segment 
identification problem? 
 
Is 75,000 a universal constant - much like e?  
Where does it come from?  The number 75,000 
apparently comes from the fact 
that the three (25%) of MY dozen reported runs of the 
5-parity problem each happened to solve just before 
step 75,000!  The fact is that the only thing that 
permits Lang's new iterative algorithm to "still win" 
over genetic programming is a hand-crafted problem-
specific cutoff number that saves his new algorithm 
from consuming what would otherwise be an 
exceedingly large amount of time to reach its 
guaranteed eventual successful conclusion. 

4. ERRONEOUS CALCULATION
Skipping past the origin of the magic cutoff number 
of 75,000, there is another important conceptual error 
in Lang's July 31 "Comments."  

Lang says, "by restarting each run of RMHC after 
75,000 candidates, one could obtain a candidate-to-
solution ratio of about 300,000."  Apparently he 
arrives at 300,000 because of his prior statement that 
"RMHC is four times less likely than genetic search 
to find a {solution]" (with this "four" coming from 
dividing 100% by 25%).  

But, the number of steps needed to "solve a 
problem" using a probabilistic algorithm is not 
obtained by multiplying this "4" by 75,000!  A 
probabilistic algorithm that yields a solution 25% of 
the time does not necessarily produce at least one 
solution in 4 tries.  

One reasonable way (Koza 1992, 1994) (but, by no 
means, the only way) to compute the needed number 
of steps for a probabilistic algorithm is to ask the 
following question: "How many steps must be 
performed to get a 99% probability of yielding at least 
one solution to the problem?  The answer to this 
particular question is 16 times 75,000 (i.e., 
1,200,000).  This 1,200,000, of course, depends 
directly on the choice of the percentage (99%) and 
also assumes the statistical validity of the observed 
25% success rate (i.e., 3 out of 12 runs).  
Before we get yet another missive from Lang 
(perhaps to be entitled "Hill Climbing Beats GP Yet 
Again") pointing out that 16 times 75,000 is less than 
3 million, let me just say that I think that it is clear 
that Lang's new "iterative" algorithm based on the 
fixed magic number of 75,000 will also again 
crumble as the number of Boolean arguments is again 
slightly scaled up.  

5. RETURNING TO "THE THRESHOLD 
ISSUE"
In any event, the more important issue here still 
concerns what I correctly called "the threshold 
issue" of the suitability of Boolean functions 
as the tested in the first place.  

As I said in my July 11 "Response,"

"Boolean functions of ANY arity are ... of 
questionable value for basing generalizations 
about the performance of learning algorithms." 
"Boolean functions are unusual in that both the 
range and domain are DISCRETE and their 
performance can be efficiently represented by 
FINITE TRUTH TABLES. 
(Emphasis in original).  

There is nothing new about observed good 
performance by stochastic hillclimbing algorithms on 
problems from the discrete and idiosyncratic world of 
Boolean functions.  

Juels and Wattenberg (1994) describe a stochastic 
hillclimbing algorithm (operating, effectively, in the 
same way as Lang's hillclimbing algorithm, after 
removal of Lang's largely useless even-numbered 
steps).   Their stochastic hillclimbing algorithm 
outperforms genetic programming on the Boolean 11-
multiplexer problem.  

However, Juels and Wattenberg provide a clear 
explanation and insight as to what is really happening 
when Boolean functions are involved: 

"It is interesting to note -- perhaps partly in 
explanation of the [stochastic hillclimbing] 
algorithm's success on this problem -- that the 
[stochastic hillclimbing] algorithm formulated 
here defines a neighborhood structure in which 
there are NO STRICT LOCAL MINIMA. " 
(Emphasis in original). 

Juels and Wattenberg continue,

"This property holds not only for the 11-
multiplexer problem, BUT FOR ANY 
PROBLEM WHICH INVOLVES THE 
REALIZATION OF A SPECIFIC 
BOOLEAN FORMULA." 
(Emphasis in original).  

Juels and Wattenberg then prove this property in a 
proof that is specifically tailored  to the search space 
of computer programs used by genetic programming 
(and by Lang's ML-95 hillclimbing algorithm).  
So the bottom line is that hillclimbing may indeed 
sometimes work well WHERE THE FITNESS 
LANDSCAPE HAS NO STRICT LOCAL MINIMA.  
That is to say, the threshold failure of Lang's ML-
95 paper (and his July 31 "Comments") is his 
continued use of a manifestly trivial testbed. 

(Juels and Wattenbergs' proof can be easily 
reworded in terms of finite truth tables to prove that a 
hillclimbing algorithm can learn any 5-argument 
Boolean function in only 32 steps using the tabular 
representation peculiar to discrete-valued functions 
over discrete-valued domains).  

6. THE "NO FREE LUNCH" ISSUE
Bill Macready (on August 16, 1995 on the 
Connectionists mailing list) has raised the issue of the 
no-free-lunch principle (Wolpert and Macready 1995; 
Macready and Wolpert 1995) concerning any claims 
as to whether one machine learning algorithm can be 
said to "beat" another: 
 
"In his recent posting, Kevin Lang continues a 
contest with John Koza of the 'my search 
algorithm beats your search algorithm ...' 
variety."  

Barak Pearlmutter (on August 17 on the 
Connectionists mailing list) then defended Lang from 
the no-free-lunch criticism by saying,

"It might be true that in a universe where 
everything was equally likely, all search 
algorithms would be equally awful.  But that does 
not appear to be THE UNIVERSE THAT WE 
LIVE IN, so it is not unreasonable to ask 
whether some particular search algorithm 
performs well in practice."  (Emphasis added). 

But, regardless of whether you agree with 
Macready or Pearlmutter, Lang's originally published 
ML-95 claim that hillclimbing "beat" genetic 
programming was based on a comparative experiment 
based on 3-argument Boolean functions and Lang's 
July 31 claim that "Hill Climbing Still Wins" is based 
on the testbed of Boolean 4-parity and 5-parity 
functions.  None of these Boolean problems are "the 
universe that we live in."  

7. "PARAMETER-FREE" MULTI-LAYER 
PERCEPTRONS
Lang closes his July 31 "Comments" by introducing 
yet another subject that was not mentioned at all in 
his published ML-95 paper, namely multi-layer 
perceptrons. 

He tells us:

"My positive advice is this: when learning 
functions, use multi-layer perceptrons" 
because this approach, in conjunction with the 
conjugate gradient search, 
"has no control parameters to tweak."  

Then, in almost the next sentence, he mentions that 
the multi-layer perceptron had 5 hidden units; that the 
hyperbolic tangent function was used; and that the 
random initial weights drawn uniformly from the 
interval [-1,+1].  

Presumably, all of this discussion about perceptrons 
has been introduced to recast Lang's published ML-95 
paper as something that it never was, namely, now, a 
discussion about how perceptrons can also "beat" 
genetic programming.  

The fact is that Lang's ML-95 paper made a very 
strong (and wrong) claim that hillclimbing "beats" 
genetic programming based on an inadequate testbed.  
Lang's July 31 "Hill Climbing Still Wins" 
retrospectively recasts his first strong (and wrong) 
claim with a second strong (and wrong) claim.  

8. THE PROBLEM WITH CROSS-PARADIGM 
COMPARISONS IN NANOWORLDS
The fact that Lang's ML-95 paper was uncritically 
accepted and published by the Machine Learning 
conference is, in my opinion, a symptom of a serious 
problem in the field of machine learning.  
In my view, the present challenge for machine 
learning is how to get non-trivial results on non-trivial 
problems -- NOT the relative speed by which trivial 
and useless results can be obtained by various 
alternative paradigms.  

Cross-paradigm comparisons (if they are ever 
useful) can necessarily only be done on problems that 
can be solved by several different paradigms.  Given 
the severe structural limitations inherent in many 
commonly-studied machine learning paradigms and 
their acknowledged inability to solve any significant 
breadth of problems, cross-paradigm comparisons are 
necessarily limited to the "least common 
denominator" of problem domains.  In practice, that 
means some completely trivial problem domain.  
Once we get away from the trivial problem 
domains, the fact is that cross-paradigm time 
comparisons between genetic programming and other 
methods are (at least at the present time) a 
comparison between some finite amount of time and 
NEVER.  

Even if it were true that genetic programming were 
provably slower than N other machine learning 
methods on M toy problems (and, I strongly 
emphasize, I don't the slightest reason to believe that 
GP is either at the slow OR FAST end of such a 
scale), the point is that GP is capable of working on a 
breadth of non-trivial problems that cannot even be 
touched by other ML methods.  The reason for this is 
that GP operates in the right search space (namely, 
the search space of computer programs).  I believe 
that time will prove out my expectation that operating 
in the right search space will give GP the ability to 
solve some real problems.  As I said in my first book 
(in what I repeatedly tell people is simultaneously the 
most trite and most important sentence in the book),  

" ... if we are interested in getting computers to 
solve problems without being explicitly 
programmed, the structures that we really need 
are COMPUTER PROGRAMS"  (Emphasis in 
original). 

References

Juels, Ari and Wattenberg, Martin. 1994.  Stochastic 
Hillclimbing as a Baseline Method for Evaluating 
Genetic Algorithms.  University of California 
Computer Science Department technical report 
CSD-94-834.   September 28, 1994.   

Koza, John R.  1992. Genetic Programming: On the 
Programming of Computers by Means of Natural 
Selection.  Cambridge, MA: The MIT Press.  
Koza, John R.  1994.  Genetic Programming II: 
Automatic Discovery of Reusable Programs.  
Cambridge, MA: The MIT Press. 

Koza, John R.  1995.  "A response to the ML-95 
paper entitled 'Hill climbing beats genetic search on 
a Boolean circuit synthesis problem of Koza's' ".  
Document distributed, by hand, on July 11, 1995 at 
the 1995 International Machine Learning 
Conference in Tahoe City, California. 

Lang, Kevin J.  1995a. Hill climbing beats genetic 
Search on a Boolean circuit synthesis problem of 
Koza's.  Proceedings of the Twelfth International 
Conference on Machine Learning.  San Francisco, 
CA: Morgan Kaufmann.  

Lang, Kevin J.  1995b.  "Comments on 'A response 
to the ML-95 paper entitled "Hill climbing beats 
genetic search on a Boolean circuit synthesis 
problem of Koza's" ' ".  Dated July 31, 1995 and 
distributed on Connectionist mailing list on August 16, 1995 and on ML mailing list on August ---, 1995.  

Lang, Kevin J., and Witbrock, Michael J.  1989. 
Learning to tell two spirals apart. In Touretzky, 
David S., Hinton, Geoffrey E., and Sejnowski, 
Terrence J. (editors).  Proceedings of the 1988 
Connectionist Models Summer School.  San Mateo, 
CA: Morgan Kaufmann  Pages 52-59.  

Macready, W.G. and Wolpert, D. H.  1995. What 
Makes an Optimization Problem Hard?  Santa Fe 
Institute Working Paper.  

Wolpert, D. H., and Macready, W.G.  1995. No Free 
Lunch Theorems for Search.  Santa Fe Institute 
Working Paper.  


------------------------------

From: Jerry Connor <JCONNOR@lbs.lon.ac.uk>
Date:          Fri, 4 Aug 1995 19:26:05 BST
Subject:       NNCM-95 PRELIMINARY PROGRAMME



               NNCM 95 - PRELIMINARY PROGRAMME
                 October 11, 12, and 13 1995

      WWW site   http://www.lbs.lon.ac.uk/desci/nncm.htm


This years' Neural Networks in the Capital Markets Conference will be
held in two parts. The Tutorials day offers two tracks. The Finance 
track is a series of 2 two-hour sessions designed to give engineers, 
mathematicians, and neural network practitioners an overview of the 
financial markets, pricing models for derivative securities, and the 
dynamics of price behaviour in high frequency markets. The Statistics 
& Neural Networks track is a series of 2 two-hour sessions designed 
to give finance professionals an overview of nonlinear techniques and 
mathematics that can be applied to data analysis, predictive 
modelling and analysis of financial markets. It will be held at 
London Business School, Sussex Place, London NW1 4SA on Wednesday 11 
October.

The Main conference will offer eight plenary sessions with invited 
speakers and original research contributions on Derivative & Term 
structure models, Equity & Commodity models, Foreign Exchange, 
Corporate Distress & Risk Models, Macroeconomic & Retail Finance 
applications, and two sessions on Advances in Methodology. Overall, 
the Main conference includes over 50 oral and poster paper 
presentations. It will be held on Thursday and Friday October 12 - 13 
at the Langham Hilton, 1 Portland Place, London W1N 4JA, which is a 
short walk from London Business School.



------------------------------

From: Jianchang Mao 927-1932 <mao@almaden.ibm.com>
Date: Fri, 11 Aug 95 18:31:52 -0800
Subject: call for papers, IEEE Journal on SELECTED AREAS IN COMMUNICATIONS


                                 CALL FOR PAPERS

                  IEEE JOURNAL ON SELECTED AREAS IN COMMUNICATIONS

            COMPUTATIONAL AND ARTIFICIAL INTELLIGENCE IN HIGH SPEED NETWORKS


Recent research in high speed networks has resulted in key architectural
trends which are likely to fundamentally influence all facets of the
communications infrastructure. A major opportunity is now the integration of
diverse services on these networks. Unlike traditional teletraffic, many of
these current and emerging services have poorly understood traffic parameters
and user behaviors. These networks must be self-managing and self-healing and
be able to maintain their quality of service, deal with congestion and
failures, and allow dynamic reconfiguration with minimal intervention.
This has led many researchers to investigate algorithms that have adaptive
and even learning behaviors. There is a consensus among many researchers
that to manage these new workloads and their workloads a class of techniques
exhibiting some form of computational intelligence will be needed.

Despite some progress,  key challenges remain. One problem is that these
resource management algorithms need to be able to respond anticipatively
or preventatively to problems, since the time-bandwidth product of
these networks does not always allow for reactive behavior. A second problem
is that in some cases, decisions must be made on a very rapid (sometimes
submicrosecond) time scale  in order to optimize switching behavior.
Thirdly, while the network adapts, its traffic sources and sinks are
also adapting intelligently to the network's behavior, making for added
complexity.

Computational intelligence encompasses the  information processing
paradigms of adaptive systems such as neural networks and fuzzy logic.
Examples of Artificial intelligence include expert systems and search
techniques.  Computational intelligence paradigms have the ability to
learn from experience and to predict future behaviors. In some cases
these learning rules are explicit, but in other cases the learning
algorithms are implicit in a more general structure such as a neural
network. In particular, neural networks have been shown to have properties
that can help in managing congestion in networks, dealing with changing
workloads, etc. Analog circuits that implement neural networks have been
shown to be capable of solving optimization problems in submicrosecond
timescales, fast enough to make on-the-fly switch routing decisions.

Original papers are solicited on the applications of any technique in
computational or artificial intelligence to the following topics (but
not limited to):

Fast packet switching
Fault tolerant and dynamic routing
Multimedia source measurement and modeling
Call admission control
Traffic policing
Congestion and flow control
Estimation of quality of service parameters
Wireless and mobile networks
Disconnectible terminal management

Authors wishing to submit papers, should send six copies to Prof. Ibrahim Habib
at the address below.

The following schedule shall be applied:

Submission Deadline: January 15, 1996
Notification of acceptance: May 15, 1996
Final manuscript due: July 1, 1996
Publication: 1st AQuarter, 1997.

GUEST EDITORS:

Prof. Ibrahim Habib
Department of electrical engineering
City University of New York, City College
137 street at Convent Avenue
New York, N.Y. 10031
email: ibhcc@cunyvm.cuny.edu


Dr. Robert Morris
Manager, Data Systems Technology
IBM Almaden Research Center
San Jose, CA 95120
email: rjtm@almaden.ibm.com


Dr. Hiroshi Saito
Distinguished Technical Member
NTT Telecommunications Networks Laboratories
3-9-11, Midori-chi, Musashino-shi
Tokyo 180, Japan
email: saito@hashi.ntt.jp


Prof. Bjorn Pehrson
Royal Institute of Technology
Electrum 204
S-164 Kista, Sweden
email: bjorn@it.kth.se



------------------------------

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From: Avrim Blum <avrim@blum.pc.cs.cmu.edu>
Date: Thu, 17 Aug 95 17:24:32 EDT
To: ml@ics.uci.edu
Subject: COLT '96 Call For Papers (preliminary version)
Message-ID:  <9508171425.aa12258@q2.ics.uci.edu>

______________________________________________________________________
		PRELIMINARY CALL FOR PAPERS---COLT '96

	  Ninth Conference on Computational Learning Theory
		      Desenzano del Garda, Italy
		       June 28 -- July 1, 1996
______________________________________________________________________

The Ninth Conference on Computational Learning Theory (COLT  '96) will
be held in the town of Desenzano del Garda,  Italy, from  Friday, June
28,  through  Monday,  July 1, 1996.   COLT  '96  is  sponsored by the
Universita`  degli Studi  di Milano.   We invite papers  in all  areas 
that relate  directly to the analysis  of learning algorithms  and the 
theory  of machine  learning,  including neural networks,  statistics,
statistical physics, Bayesian/MDL estimation, reinforcement  learning,
inductive inference, knowledge  discovery in databases,  robotics, and
pattern recognition.    We  also encourage the  submission  of  papers
describing   experimental results  that  are supported by  theoretical
analysis.

ABSTRACT SUBMISSION.
Authors should  submit  fifteen  copies (preferably two-sided)  of  an
extended abstract to:
				   
		     Michael Kearns --- COLT '96
		 AT&T Bell Laboratories, Room 2A-423
			 600 Mountain Avenue
		  Murray Hill, New Jersey 07974-0636
	    Telephone(for overnight mail): (908) 582-4017

Abstracts must be RECEIVED by FRIDAY JANUARY  12, 1996.  This deadline
is firm.  We also anticipate allowing electronic submissions.  Details
of the electronic submission procedure  will be provided in an updated
Call   for  Papers,   and  will   be  available  from   the  web  site

	       http://www.cs.cmu.edu/~avrim/colt96.html

which will also be used to provide other  program-related information.
Authors will   be  notified of  acceptance  or rejection on  or before
Friday, March  15, 1996.   Final camera-ready papers   will  be due by
Friday, April 5.   Papers  that have  appeared   in  journals or other
conferences, or that are being submitted to other conferences, are not
appropriate for submission  to  COLT.  An exception to  this policy is
that COLT and STOC have agreed  that a paper can be  submitted to both
conferences, with the understanding that a paper will be automatically
withdrawn from COLT if accepted to STOC.

ABSTRACT FORMAT.
The  extended  abstract  should  include a  clear   definition of  the
theoretical model used and a clear description of the results, as well
as a  discussion of their  significance, including comparison to other
work.   Proofs or proof sketches  should  be included. If the abstract
exceeds 10 pages,  only the first 10 pages  may be examined.   A cover
letter   specifying the contact  author and  his  or her email address
should accompany the abstract.

PROGRAM FORMAT.
At the discretion of the program committee, the program may consist of
both long and short talks,  corresponding to longer and shorter papers
in  the proceedings.   The short talks  will  also be  coupled with  a
poster presentation.

PROGRAM CHAIRS.
Avrim Blum (Carnegie Mellon University) and Michael Kearns  (AT&T Bell
Laboratories).

CONFERENCE AND LOCAL ARRANGEMENTS CHAIRS.
Nicolo`  Cesa-Bianchi  (Universita`  di  Milano)  and  Giancarlo Mauri
(Universita` di Milano).

PROGRAM COMMITTEE.
Martin Anthony (London School of Economics), 
Avrim Blum (Carnegie Mellon University),
Bill Gasarch (University of Maryland), 
Lisa Hellerstein (Northwestern University), 
Robert Holte (University of Ottawa), 
Sanjay Jain (National University of Singapore), 
Michael Kearns (AT&T Bell Laboratories),
Nick Littlestone (NEC Research Institute), 
Yishay Mansour (Tel Aviv University), 
Steve Omohundro (NEC Research Institute), 
Manfred Opper (University of Wuerzburg), 
Lenny Pitt (University of Illinois), 
Dana Ron (Massachusetts Institute of Technology), 
Rich Sutton (University of Massachusetts)

COLT, ML, AND EUROCOLT.
The Thirteenth International  Conference on  Machine Learning (ML '96)
will be held right after COLT '96,  on July 3--7 in  Bari, Italy.   In
cooperation  with COLT, the  EuroCOLT  conference will not  be held in
1996.

STUDENT TRAVEL.  
We anticipate some funds will be available to partially support travel
by student   authors.   Details will be  distributed   as  they become
available.

------------------------------

From: Steven Salzberg <salzberg@blaze.cs.jhu.edu>
Date: Fri, 28 Jul 95 15:50:25 EDT
Subject: new papers available via www; comments and feedback sought

The following paper is newly available, and comments from other
machine learning researchers would be greatly appreciated.  To retrieve
it, go to http://www.cs.jhu.edu/salzberg/home.html.  A number of other
recent and not-so-recent papers are also available at that site.

Title:  On Comparing Classifiers: A Critique of Current Research and Methods
Author: Steven Salzberg

Abstract: Experimental machine learning research needs to scrutinize
its approach to experimental design.  If not done very carefully,
comparative studies of classification algorithms can easily result in
statistically invalid conclusions.  This paper describes several
phenomena that can, if ignored, invalidate an experimental comparison.
It also divides machine learning research into several different
types, and discusses why comparative analysis is more important for
some than for others.

------------------------------

From: Vasant Honavar <honavar@iastate.edu>
Date: Sat, 29 Jul 1995 21:34:40 CDT
Subject: publications available 


The following recent publications of the Artificial Intelligence Research
Group at Iowa State University 
(URL http://www.cs.iastate.edu/~honavar/aigroup.html) can be
accessed on WWW via the URL http://www.cs.iastate.edu/~honavar/publist.html  



1. Chen, C-H. and Honavar, V. (1995). A Neural Memory Architecture for
   Content as well as Address-Based Storage and Recall: Theory and
   Applications Paper under review. Draft available as ISU CS-TR
   95-03. 
2. Chen, C-H. and Honavar, V. (1995). A Neural Network Architecture
   for High-Speed Database Query Processing. Paper under review. Draft
   available as ISU CS-TR 95-11. 
3. Chen, C-H. and Honavar, V. (1995). A Neural Architecture for Syntax
   Analysis. Paper under review. Draft available as ISU-CS-TR 95-18. 
4. Mikler, A., Wong, J., and Honavar, V. (1995). Quo-Vadis - Adaptive
   Heuristics for Routing in Large Communication Networks. Under
   review. Draft available as ISU CS-TR 95-10. 
5. Mikler, A., Wong, J., and Honavar, V. (1995). An Object-Oriented
   Approach to Modelling and Simulation of Routing in Large
   Communication Networks. Under review. Draft available as: ISU CS-TR
   95-09. 
6. Balakrishnan, K. and Honavar, V. (1995). Evolutionary Design of
   Neural Architectures - A Preliminary Taxonomy and Guide to
   Literature. Available as: ISU CS-TR 95-01. 
7. Parekh, R. & Honavar, V. (1995). An Interactive Algorithm for
   Regular Language Learning. Available as: ISU CS-TR 95-02. 
8. Balakrishnan, K. and Honavar, V. (1995) Properties of Genetic
   Representations of Neural Architectures. In: Proceedings of the World
   Congress on Neural Networks. Washington, D.C., 1995. Available as: ISU
   CS-TR 95-13. 
9. Chen, C-H., Parekh, R., Yang, J., Balakrishnan, K. and Honavar, V.
   (1995). Analysis of Decision Boundaries Generated by Constructive
   Neural Network Learning Algorithms. In: Proceedings of the World
   Congress on Neural Networks. Washington, D.C., 1995. Available as: ISU
   CS-TR 95-12. 

The following publications will be available on line shortly (within the
next few weeks): 


1. Kirillov, V. and Honavar, V. (1995). Simple Stochastic Temporal
   Constraint Networks. Draft available as: ISU CS-TR 95-16. 
2. Mikler, A., Wong, J., and Honavar, V. (1995). Utility-Theoretic
   Heuristics for Routing in Large Telecommunication Networks. 
   Draft available as: ISU CS-TR 95-14. 
3. Parekh, R., Yang, J., and Honavar, V. (1995). Constructive Neural
   Network Learning Algorithms for Multi-Category Pattern
   Classification. Draft available as: ISU CS-TR 95-15. 
4. Yang, J., Parekh, R., and Honavar, V. (1995). Comparison of
   Variants of Single-Layer Perceptron Algorithms on Non-Separable
   Data. Draft available as: ISU CS-TR 95-19. 

The WWW page also contains pointers to other older publications some
of which are available on line.

Those who don't have access to a WWW browser can obtain ISU CS tech
reports by sending email to almanac@cs.iastate.edu with BODY
(not SUBJECT) "send tr catalog" and following the instructions 
that you will receive in the reply from almanac. Sorry, no hard copies
are available. 

Best regards,

Vasant Honavar
Artificial Intelligence Research Group
226 Atanasoff Hall  
Department of Computer Science
Iowa State University
Ames, IA 50011-1040
email: honavar@cs.iastate.edu
www:   http://www.cs.iastate.edu/~honavar/homepage.html  






------------------------------

From: Stefan Schaal <sschaal@hip.atr.co.jp>
Date: Tue, 1 Aug 95 13:31:27 JST
Subject: Paper available on incremental local learning

http://www.hip.atr.co.jp/~sschaal/pub/publications.html contains
a number of papers, including the following new paper:


                     FROM ISOLATION TO COOPERATIONION:
                AN ALTERNATIVE VIEW OF A SYSTEM OF EXPERTS

                 Stefan Schaal and Christopher G. Atkeson
                           submitted to NIPS'95

        We  introduce a constructive, incremental learning system
        for  regression  problems that models data  by  means  of
        locally  linear experts. In contrast to other approaches,
        the  experts are trained independently and do not compete
        for  data during learning. Only when a prediction  for  a
        query  is  required do the experts cooperate by  blending
        their  individual predictions. Each expert is trained  by
        minimizing a penalized local cross validation error using
        second  order methods. In this way, an expert is able  to
        adjust the size and shape of the receptive field in which
        its predictions are valid, and also to adjust its bias on
        the  importance of individual input dimensions. The  size
        and  shape  adjustment corresponds  to  finding  a  local
        distance  metric, while the bias adjustment  accomplishes
        local  dimensionality  reduction.  We  derive  asymptotic
        results  for  our method. In a variety of simulations  we
        demonstrate the properties of the algorithm with  respect
        to  interference,  learning speed,  prediction  accuracy,
        feature   detection,   and  task   oriented   incremental
        learning.


The paper is 8 pages long, requires 2.3 MB of memory (uncompressed), 
and is ftp-able as:
	ftp://ftp.cc.gatech.edu/people/sschaal/schaal-NIPS95.ps.gz
or can be accessed through:
	http://www.cc.gatech.edu/fac/Stefan.Schaal/
	http://www.hip.atr.co.jp/~sschaal/

Comments are most welcome.

------------------------------

End of ML-LIST (Digest format)
****************************************
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Date: Fri, 18 Aug 1995 14:45:14 -0400
From: Barak Pearlmutter <bap@scr.siemens.com>
Message-Id: <199508181845.OAA22582@gull.scr.siemens.com>
To: connectionists@cs.cmu.edu
Cc: Tony Zador <zador@salk.edu>
Subject: paper announcement
Reply-To: Barak.Pearlmutter@scr.siemens.com
Ftp-Host: archive.cis.ohio-state.edu
Ftp-Filename: /pub/neuroprose/pearlmutter.vcdifn.ps.Z

The following paper, to appear in Neural Computation, is available via ftp
to archive.cis.ohio-state.edu:/pub/neuroprose/pearlmutter.vcdifn.ps.Z.


	  VC Dimension of an Integrate-and-Fire Neuron Model


	   Anthony M. Zador            Barak A. Pearlmutter
	    Salk Institute          Siemens Corporate Research
      10010 N. Torrey Pines Rd.       755 College Road East
	 La Jolla, CA  92037           Princeton, NJ  08540
	    zador@salk.edu             bap@scr.siemens.com


			       ABSTRACT

We compute the VC dimension of a leaky integrate-and-fire neuron
model.  The VC dimension quantifies the ability of a function class to
partition an input pattern space, and can be considered a measure of
computational capacity.  In this case, the function class is the class
of integrate-and-fire models generated by varying the integration time
constant and the threshold, the input space they partition is the
space of continuous-time signals, and the binary partition is
specified by whether or not the model reaches threshold at some
specified time.  We show that the VC dimension diverges only
logarithmically with the input signal bandwidth.  We also extend this
approach to arbitrary passive dendritic trees.  The main contributions
of this work are (1) it offers a formal treatment of the computational
capacity of a dynamical system; and (2) it provides a framework for
analyzing the computational capabilities of the dynamical systems
defined by networks of real neurons.

----------------------------------------------------------------
Thanks for Jordan Pollack for maintaining the neuroprose archive.
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          id AA17280; Fri, 18 Aug 1995 11:22:36 +0200
Date: Fri, 18 Aug 1995 11:22:36 +0200
From: Andras Lorincz <lorincz@iserv.iki.kfki.hu>
Message-Id: <9508180922.AA17280@iserv.iki.kfki.hu>
To: Connectionists@cs.cmu.edu





The following recent publications of the Adaptive Systems Lab 
of the Attila Jozsef University of Szeged and the Hungarian 
Academy of Sciences can be accessed on WWW via the URL 
http://iserv.iki.kfki.hu/asl-publs.html and
http://iserv.iki.kfki.hu/qua-publs.html.


Olah, M. and Lorincz, A. (1995)
Analog VLSI Implementation of Grassfire Transformation for 
Generalized Skeleton Formation 
ICANN'95 Paris, accepted

Abstract
A novel analog VLSI circuit is proposed that implements the grassfire 
transformation for calculating the generalized skeleton of a planar
shape.  The fully parallel VLSI circuit can perform the calculation in
real time.  The algorithm, based on an activation spreading process on
an artificial neural  network, can be implemented by an extended
nonlinear resistive network.  Architecture and building blocks are
outlined, the feasibility of this technique is investigated.


Szepesvari, Cs. (1995)
General Framework for Reinforcement Learning,
ICANN'95 Paris, accepted

Abstract
We set up a general framework for the investigation of decision
processes. The framework is based on the so called one step look-ahead
(OLA) cost mapping. The cost of a policy is defined by the successive
application OLA mapping. This way various decision criterions (e.g. the
expected value criterion or the worst-case criterion) can be treated in
a unified way. The main theorem of this article says that under minimal
conditions optimal stationary policies are greedy w.r.t. the optimal
cost function and vice versa. Based on this result we hope that
previous results on reinforcement learning can be generalized to other
decision criterions that fit the proposed framework. 


Marczell, Zs.,  Kalmar, Zs. and Lorincz, A. (1995)
Generalized skeleton formation for texture segmentation 
Neural Network World, accepted

Abstract
An algorithm and an artificial neural architecture that approximates
the algorithm are proposed for the formation of generalized skeleton   
transformations. The algorithm includes the original grassfire proposal
of Blum and is extended with an integrative on-center off-surround
detector system. It is shown that the algorithm can elicit textons by  
skeletonization. Slight modification of the architecture corresponds to
the Laplace transformation followed by full wave rectification, another
algorithm for texture discrimination proposed by Bergen and Adelson.


Szepesvari, Cs. (1995)
Perfect Dynamics for Neural Networks 
Talk presented at Mathematics of Neural Networks and Applications Lady
Margaret Hall, Oxford, July, 1995

Abstract
The vast majority of artificial neural network (ANN) algorithms may be
viewed as massively parallel, non-linear numerical procedures that
solve certain kind of fixed point equations in an iterative manner. We
consider the use of such recurrent ANNs to solve optimization problems.
The dynamics of such networks is often based on the minimization of an
energy-like function. An important (and presumably hard) problem is to
exclude the possibility of "spurious local minima". In this article we
take another starting point and that is to consider perfect dynamics.
We say that a recurrent ANN admits perfect dynamics if the dynamical
system given by the update operator of the network has an attractor
whose basin of attraction covers the set of all possible initial
solution candidates. One may wonder whether neural networks that admit
perfect dynamics can be interesting in applications. In this article we
show that there exist a family of such networks (or dynamics). We
introduce Generalised Dynamic Programming (GenDyP) for the government
of the dynamics. Roughly speaking a GenDyP problem is a 3-tuple
(X,A,Q), where X and A are arbitrary sets and Q maps functions of X
into functions of X x A. GenDyP problems derive from sequential
decision problems and dynamic programming (DP). Traditional DP
procedures correspond to special selections of the mapping Q. We show
that if Q is monotone and satisfies other reasonable (continuity and
boundedness) conditions then the above iteration converges to a
distinguished solution of the functional equation u(x)=inf_a (Q
u)(x,a), that is the generalization of the well known Bellmann
Optimality Equation. The proofs relies on the relation between the
above dynamics and the optimal solutions of generalized multi-stage
decision problems (we give the definitions in the next section). 


Kalmar, Zs., Szepesvari, Cs. and Lorincz, A. (1995)
Generalized Dynamic Concept Model as a Route to Construct Adaptive
Autonomous Agents 
Neural Network World 3:353--360

Abstract
A model of adaptive autonomous agents, that (i) builds internal
representation of events and event relations, (ii) utilizes activation
spreading for building dynamic concepts and (iii) makes use of the
winner-take-all paradigm to come to a decision is extended by
introducing generalization into the model. The generalization reduces
memory requirements and improves performance in unseen scenes as it is
indicated by computer simulations


J.Toth, G., Kovacs, Sz, and Lorincz, A. (1995)
Genetic algorithm with alphabet optimization
Biological Cybernetics 73:61-68

Abstract
In recent years genetic algorithm (GA) was used successfully to solve
many optimization problems. One of the most difficult questions of
applying GA to a particular problem is that of coding. In this paper a
scheme is derived to optimize one aspect of the coding in an automatic
fashion. This is done by using a high cardinality alphabet and
optimizing the meaning of the letters. The scheme is especially well
suited in cases where a number of similar problems need to be solved.
The use of the scheme is demonstrated on such a group of problems: on
the simplified problem of navigating a `robot' in a `room'. It is shown
that for the sample problem family the proposed algorithm is superior
to the canonical GA. 


J.Toth, G. and Lorincz, A. (1995) 
Genetic algorithm with migration on topology conserving maps 
Neural Network World 2:171--181

Abstract
Genetic algorithm (GA) is extended to solve a family of optimization
problems in a self-organizing fashion. The continuous world of inputs
is discretized in an optimal fashion with the help of a topology
conserving neural network. The GA is generalized to organize
individuals into subpopulations associated with the neurons.
Interneuron topology connections are used to allow gene migration to
neighboring sites. The method speeds up GA by allowing small
subpopulations, but still saving diversity with the help of migration.
Within a subpopulation the original GA was applied as the means of
evolution. To illustrate the this modified GA the optimal control of a
simulated robot-arm is treated: a falling ping-pong ball has to be
caught by a bat without bouncing. It is demonstrated that the
simultaneous optimization for an interval of height can be solved, and
that migration can considerably reduce computation time. Other aspects
of the algorithm are outlined. 


Amstrup, B., J.Toth, G., Szabo, G., Rabitz, H., and Lorincz, A. (1995)
Genetic algorithm with migration on topology conserving maps for optimal
control of quantum systems 
Journal of Physical Chemistry, 99, 5206-5213

Abstract
The laboratory implementation of molecular optimal control has to
overcome the problem caused by the changing environmental parameters,
such as the temperature of the laser rod, the resonator parameters, the
mechanical parameters of the laboratory equipment, and other dependent
parameters such as time delay between pulses or the pulse amplitudes. In
this paper a solution is proposed: instead of trying to set the
parameter(s) with very high precision, their changes are monitored and
the control is adjusted to the current values. The optimization in the
laboratory can then be run at several values of the parameter(s) with an
extended genetic algorithm (GA) wich is tailored to such parametric
optimization. The extended GA does not presuppose but can take advantage
and, in fact, explores whether the mapping from the parameter(s) to the
optimal control field is continuous. Then the optimization for the
different values of the parameter(s) is done cooperatively, which
reduces the optimization time. A further advantage of the method is its
full adaptiveness; i.e., in the best circumstances no information on the
the system or laboratory equipment is required, and only the success of
the control needs to be measured. The method is demonstrated on a model
problem: a pump-and-dump type model experiment on CsI.

The WWW pages also contain pointers to other older publications that
are available on line. Papers are available also by anonymous ftp
through iserv.iki.kfki.hu/pub/papers

Best regards,
Andras Lorincz

Department of Adaptive Systems    also    Department of Photophysics
Attila Jozsef University of Szeged        Institute of Isotopes
Dom ter 9                                 Hungarian Academy of Sciences
Szeged                                    Konkoly-Thege 29-33
Hungary, H-6720                           Budapest, P.O.B. 77
                                          Hungary, H-1525

email: lorincz@iserv.iki.kfki.hu
