From harry@brain.Jpl.Nasa.Gov Mon Oct  2 15:18:45 1995
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Date: Mon, 2 Oct 1995 11:05:52 -0700
From: Harry Langenbacher <harry@brain.Jpl.Nasa.Gov>
Message-Id: <199510021805.LAA22519@brain.jpl.nasa.gov>
To: Connectionists@cs.cmu.edu
Subject: Job opening at JPL


		        JOB OPPORTUNITIES
	    NEURAL NETWORK / FUZZY LOGIC SYSTEM DESIGN
			   involving
	     VLSI HARDWARE, and SOFTWARE DEVELOPMENT
	at the Jet Propulsion Laboratory, Pasadena CA, USA


Requires:   Ph D (EE or Computer Science) and 2 or more years
	    experience for a position as Member of Technical Staff.

	    PhD (EE or Computer Science) for post-doctoral position.
                
Areas of specialization, expertise, knowledge, and interests:  

	All aspects of analog and digital VLSI and system design.
	Knowledgeable in new computing paradigms such as neural
	networks, fuzzy logic, genetic algorithms, etc.  Skilled with
	computer hardware and software development. Interest in
	innovation.

Skills Sought:   

	Experience with VLSI circuit design & layout tools such as
	Spice and Magic. Expertise in C, Unix, X, MSDOS, MS-Windows,
	etc. Knowledge of computer interface techniques and
	hardware.  Familiarity with computer graphics, and some
	knowledge of conventional signal/image processing techniques
	and algorithms.

The Job:

	Development and integration of state of the art
	full-custom/ASIC VLSI concurrent processing architectures for
	real-time sensor signal processing, pattern-recognition, data
	fusion, etc.

Contact:
	e-mail (preferred), or FAX, mail, or phone to

    harry@jpl.nasa.gov

    Harry Langenbacher
    JPL
    Mail-stop 302-231
    4800 Oak Grove Dr
    Pasadena CA 91109 USA

    Jet Propulsion Laboratory
    Concurrent Processing Devices Group,
    Phone:  818-354-9513
    FAX :   818-393-4540
From ken@phy.ucsf.edu Mon Oct  2 22:44:08 1995
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Date: Mon, 2 Oct 1995 17:45:24 -0700
From: Ken Miller <ken@phy.ucsf.edu>
Message-Id: <9510030045.AA04586@coltrane.ucsf.edu>
To: Connectionists@cs.cmu.edu, cneuro@smaug.bbb.caltech.edu
Subject: paper available: modeling joint development of ocular dominance and orientation maps
Cc: Edgar Erwin <erwin@phy.ucsf.edu>

FTP-host: phy.ucsf.edu
FTP-filename: /pub/erwin/CNS95proc.ps.Z
URL: ftp://phy.ucsf.edu/pub/erwin/CNS95proc.ps.Z

The following paper is now available by anonymous ftp, from the above
addresses, or from my or Ed Erwin's home pages (addresses below).
Sorry, hard copies are not available.

  Modeling Joint Development of Ocular Dominance and 
  Orientation Maps in Primary Visual Cortex
	by Ed Erwin and Kenneth D. Miller

  To appear in the Proceedings of the Computation and Neural
  Systems (CNS) 1995 conference, Monterey. (In press)

  ABSTRACT:
  We have combined earlier correlation-based models of striate ocular
  dominance and orientation preference map formation into a joint model.
  Cortical feature preferences are defined through patterns of synaptic
  connectivity to LGN cells which develop due to firing correlations of
  those LGN cells.  Model parameters include spatial correlation
  patterns between ON- and OFF-center cells in separate eye layers of
  the LGN.  A linear transformation yields correlation functions which
  predict whether orientation preferences, ocular dominance, or both,
  will develop. The model thus predicts the correlations between LGN
  cells which would be necessary to explain formation of visual maps by
  a linear process.

        Kenneth D. Miller               www: http://keck.ucsf.edu/~ken
	internet: ken@phy.ucsf.edu	

        Ed Erwin	                www: http://keck.ucsf.edu/~erwin
        internet: erwin@phy.ucsf.edu	

	Both:   Dept. of Physiology		
	        University of California, San Francisco
	        513 Parnassus			
	        San Francisco, CA 94143-0444    
		fax: (415) 476-4929
From jordan@psyche.mit.edu Tue Oct  3 23:03:46 1995
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Date: Tue, 3 Oct 95 18:22:02 EDT
From: Michael Jordan <jordan@psyche.mit.edu>
To: connectionists@cs.cmu.edu
Subject: workshop announcement
Message-Id: <CMM.0.90.0.812758922.jordan@psyche.mit.edu>


This is an announcement of a post-NIPS workshop on 
Learning in Bayesian Belief Networks and Other Graphical
Models.

Bayesian belief networks are probabilistic graphs that
have interesting relationships to neural networks.
Undirected belief networks are closely related to
Boltzmann machines.  Directed belief networks (the
more popular variety) are related to feedforward neural
networks, but have a stronger probabilistic semantics.

Many interesting probabilistic models, including HMM's,
Kalman filters, mixture models, factor analytic models,
etc., can be viewed as special cases of belief networks.

In the area of inference (i.e., the calculation of posterior 
probabilities of certain nodes given that other nodes are 
clamped), the research on belief networks is quite mature.
The inference algorithms provide a clean probabilistic framework 
for e.g., inverting a network, calculating posterior probabilities
of hidden nodes, calculating most probable configurations, etc.

In the area of learning, there have been interesting developments
in the area of structural learning (deciding which links and 
which nodes to include in the graph) and learning in the 
presence of hidden variables.

The organizing committee for the workshop includes:
Wray Buntine, Greg Cooper, Dan Geiger, David Heckerman,
Geoffrey Hinton, Mike Jordan, Steffen Lauritzen,
David Mackay, David Madigan, Radford Neal, Steve Omohundro,
Judea Pearl, Stuart Russell, Peter Spirtes, and Ross Shachter.
Many of these people will be giving presentations at the workshop.

A short bibliography follows for those who might like to read 
up on Bayesian belief networks in anticipation of the workshop.

Mike Jordan

------------------
Short Bibliography
------------------

The list below provides a few useful references, with an 
emphasis on recent review papers, tutorials, and textbooks.
The list is not meant to be comprehensive along any dimension...

Many additional pointers to the literature can be found on 
the Uncertainty in Artificial Intelligence homepage; see
http://www.auai.org.

If I had to pick two papers that I would most recommend for
someone wanting to get up to speed quickly on belief networks,
I'd recommend the Spiegelhalter, et al. paper and the Heckerman 
tutorial.

Mike

-----------------------
A good place to start to learn about the most popular 
algorithm for general inference in belief networks, as well
as some of the basics on learning:

   Spiegelhalter, D. J., Dawid, A. P., Lauritzen, 
   S. L., & Cowell, R. G. (1993).  Bayesian Analysis 
   in Expert Systems, {\em Statistical Science, 8}, 
   219-283.

If you want more details on the inference algorithm:

   Lauritzen, S. L., \& Spiegelhalter, D. J. (1988).
   Local computations with probabilities on graphical
   structures and their application to expert systems
   (with discussion).  {\em Journal of the Royal Statistical 
   Society B, 50}, 157-224.

A tutorial on the recent work on learning in belief networks:

   Heckerman, D. (1995).  A tutorial on learning Bayesian networks.
   [available through http://www.auai.org].

If you want more on learning:

   Buntine, W. (1994).  Operations for learning with graphical 
   models.  {\em Journal of Artificial Intelligence Research,
   2}, 159-225.  [available through http://www.auai.org].

A very readable general textbook on belief networks from a statistical 
perspective (focusing on ML estimation and model selection):

   Whittaker, J. (1990).  {\em Graphical Models in Applied 
   Multivariate Statistics}.  New York: John Wiley.

An introductory textbook:

   Neapolitan, E. (1990).  {\em Probabilistic Reasoning 
   in Expert Systems}.  New York: John Wiley.

The classical text on belief networks; emphasizes inference 
and AI issues:

   Pearl, J. (1988). {\em Probabilistic Reasoning in 
   Intelligent Systems: Networks of Plausible Inference}.
   San Mateo, CA: Morgan Kaufman.

A recent paper that unifies (almost) all of the extant
algorithms for inference in belief networks:

   Shachter, R. D., Anderson, S. K., \& Szolovits, P.
   (1994).  Global conditioning for probabilistic inference 
   in belief networks.  {\em Proceedings of the Uncertainty
   in Artificial Intelligence Conference}, 514-522.

From watrous@scr.siemens.com Wed Oct  4 00:00:51 1995
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From: Raymond L Watrous <watrous@scr.siemens.com>
Message-Id: <199510031811.OAA04375@tiercel.scr.siemens.com>
To: Connectionists@cs.cmu.edu
Subject: paper available on patient-adaptive ECG classification
Cc: watrous@learning.scr.siemens.com


	FTP-HOST: scr.siemens.com
	FTP-filename: /pub/learning/Papers/watrous/cic_95.ps.Z

The following paper (4 pages, 3 figures) is now available via
anonymous ftp:

  A Patient-Adaptive Neural Network ECG Patient Monitoring Algorithm

	      Raymond Watrous, Geoffrey Towell

		 Siemens Corporate Research
		 755 College Road East
		 Princeton, NJ 08540

			Abstract

A new, patient-adaptive ECG Patient Monitoring algorithm is
described. The algorithm combines a patient-independent neural network
classifier with a three-parameter patient model.  The patient model is
used to modulate the patient-independent classifier via multiplicative
connections. Adaptation is carried out by gradient descent in the
patient model parameter space.

The patient-adaptive classifier was compared with a well-established
baseline algorithm on six major databases, consisting of over 3
million heartbeats. When trained on an initial 77 records and tested
on an additional 382 records, the patient-adaptive algorithm was found
to reduce the number of Vn errors on one channel by a factor of 5, and
the number of Nv errors by a factor of 10. We conclude that patient
adaptation provides a significant advance in classifying normal
vs. ventricular beats for ECG Patient Monitoring.

+=+=+=

The paper will appear in the proceedings of Computers in Cardiology,
September 10-13, 1995, Vienna, Austria.

We regret that we are unable to provide hard copies.

Raymond Watrous

+=+=+=+=+=+=+=+=+=+=+=+=+=+=+=+=+=+=+=+=+=+=+=+=+=+=+=+=+=+=+=+

Learning Systems Department		Phone: (609) 734-6596
Siemens Corporate Research		FAX:   (609) 734-6565
755 College Road East
Princeton, NJ 08540

watrous@learning.scr.siemens.com

From cas-cns@PARK.BU.EDU Thu Oct  5 15:17:38 1995
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Date: Thu, 05 Oct 1995 13:01:56 -0400
From: BU CNS <cas-cns@PARK.BU.EDU>
To: cas-cns@PARK.BU.EDU
Subject: Boston University - Cognitive & Neural Systems
Organization: Department of Cognitive & Neural Systems
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**************************************************************

                                         DEPARTMENT OF 
                        COGNITIVE AND NEURAL SYSTEMS (CNS) 
                                 AT BOSTON UNIVERSITY

**************************************************************

Ennio Mingolla, Acting Chairman, 1995-96 Stephen Grossberg,
Chairman Gail A. Carpenter, Director of Graduate Studies

The Boston University Department of Cognitive and Neural Systems
offers comprehensive graduate training in the neural and
computational principles, mechanisms, and architectures that
underlie human and animal behavior, and the application of
neural network architectures to the solution of technological
problems.

Applications for Fall, 1996, admission and financial aid are now
being accepted for both the MA and PhD degree programs.

To obtain a brochure describing the CNS Program and a set of
application materials, write, telephone, or fax:

DEPARTMENT OF COGNITIVE & NEURAL SYSTEMS 
Boston University 
111 Cummington Street, 2nd Floor      (ON OR AFTER 10/30/95, PLEASE ADDRESS 
Boston, MA 02215                         MAIL TO 677 BEACON STREET)

617/353-9481 (phone) 
617/353-7755 (fax)

or send via email your full name and mailing address to:

rll@cns.bu.edu

Applications for admission and financial aid should be received
by the Graduate School Admissions Office no later than January
15.  Late applications will be considered until May 1; after
that date applications will be considered only as special cases.

Applicants are required to submit undergraduate (and, if
applicable, graduate) transcripts, three letters of
recommendation, and Graduate Record Examination (GRE) scores.
The Advanced Test should be in the candidate's area of
departmental specialization. GRE scores may be waived for MA
candidates and, in exceptional cases, for PhD candidates, but
absence of these scores may decrease an applicant's chances for
admission and financial aid.

Non-degree students may also enroll in CNS courses on a
part-time basis.

Description of the CNS Department:

The Department of Cognitive and Neural Systems (CNS) provides
advanced training and research experience for graduate students
interested in the neural and computational principles,
mechanisms, and architectures that underlie human and animal
behavior, and the application of neural network architectures to
the solution of technological problems. Students are trained in
a broad range of areas concerning cognitive and neural systems,
including vision and image processing; speech and language
understanding; adaptive pattern recognition; cognitive
information processing; self-organization; associative learning
and long-term memory; computational neuroscience; nerve cell
biophysics; cooperative and competitive network dynamics and
short-term memory; reinforcement, motivation, and attention;
adaptive sensory-motor control and robotics; active vision; and
biological rhythms; as well as the mathematical and
computational methods needed to support advanced modeling
research and applications. The CNS Department awards MA, PhD,
and BA/MA degrees.

The CNS Department embodies a number of unique offerings. It has
developed a curriculum that features 15 interdisciplinary graduate
courses each of which integrates the psychological,
neurobiological, mathematical, and computational information
needed to theoretically investigate fundamental issues
concerning mind and brain processes and the applications of
neural networks to technology.  Each course is typically taught
once a week in the evening to make the program available to
qualified students, including working professionals, throughout
the Boston area.  Nine additional research course are also
offered.  In these courses, one or two students meet regularly
with one or two professors to pursue advanced reading and
collaborative research.  Students develop a coherent area of
expertise by designing a program that includes courses in areas
such as Biology, Computer Science, Engineering, Mathematics, and
Psychology, in addition to courses in the CNS Department.

The CNS Department prepares students for PhD thesis research
with scientists in one of several Boston University research
centers or groups, and with Boston-area scientists collaborating
with these centers. The unit most closely linked to the
department is the Center for Adaptive Systems (CAS). Students
interested in neural network hardware work with researchers in
CNS, the College of Engineering, and at MIT Lincoln Laboratory.
Other research resources include distinguished research groups
in neurophysiology, neuroanatomy, and neuropharmacology at the
Medical School and the Charles River campus; in sensory
robotics, biomedical engineering, computer and systems
engineering, and neuromuscular research within the Engineering
School; in dynamical systems within the Mathematics Department;
in theoretical computer science within the Computer Science
Department; and in biophysics and computational physics within
the Physics Department.

In addition to its basic research and training program, the
Department offers a colloquium series, seminars, conferences,
and special interest groups which bring many additional
scientists from both experimental and theoretical disciplines
into contact with the students.

The CNS Department is moving in October, 1995 into its own new
four-story building, which features a full range of offices, 
laboratories, classrooms, library, lounge, and related facilities
for exclusive CNS use.

1995-96 CAS MEMBERS and CNS FACULTY:

Jelle Atema
Professor of Biology
Director, Boston University Marine Program (BUMP) 
PhD, University of Michigan 
Sensory physiology and behavior

Aijaz Baloch 
Research Associate of Cognitive and Neural Systems
PhD, Electrical Engineering, Boston University 
Neural modeling of role of visual attention of 
recognition, learning and motor control, computational 
vision, adaptive control systems, reinforcement learning

Helen Barbas 
Associate Professor, Department of Health Sciences, Boston University 
PhD, Physiology/Neurophysiology, McGill University 
Organization of the prefrontal cortex, evolution of the neocortex

Jacob Beck 
Research Professor of Cognitive and Neural Systems
PhD, Psychology, Cornell University 
Visual Perception, Psychophysics, Computational Models

Daniel H. Bullock 
Associate Professor of Cognitive and Neural Systems and Psychology 
PhD, Psychology, Stanford University
Real-time neural systems, sensory-motor learning and control,
evolution of intelligence, cognitive development

Gail A. Carpenter 
Professor of Cognitive and Neural Systems and Mathematics 
Director of Graduate Studies, Department of Cognitive and Neural Systems 
PhD, Mathematics, University of Wisconsin, Madison 
Pattern recognition, categorization, machine learning, differential equations

Laird Cermak 
Professor of Neuropsychology, School of Medicine 
Professor of Occupational Therapy, Sargent College 
Director, Memory Disorders Research Center, Boston Veterans Affairs
Medical Center 
PhD, Ohio State University

Michael A. Cohen 
Associate Professor of Cognitive and Neural Systems and Computer Science 
Director, CAS/CNS Computation Labs
PhD, Psychology, Harvard University 
Speech and language processing, measurement theory, neural modeling, dynamical
systems

H. Steven Colburn 
Professor of Biomedical Engineering 
PhD, Electrical Engineering, Massachusetts Institute of Technology
Audition, binaural interaction, signal processing models of hearing

William D. Eldred III 
Associate Professor of Biology
BS, University of Colorado; PhD, University of Colorado, Health Science Center 
Visual neural biology

Paolo Gaudiano 
Assistant Professor of Cognitive and Neural Systems 
PhD, Cognitive and Neural Systems, Boston University
Computational and neural models of vision and adaptive sensory-motor control

Jean Berko Gleason 
Professor of Psychology AB, Radcliffe College; AM, PhD, Harvard University 
Psycholinguistics

Douglas Greve 
Research Associate of Cognitive and Neural Systems
PhD, Cognitive and Neural Systems, Boston University

Stephen Grossberg 
Wang Professor of Cognitive and Neural Systems
Professor of Mathematics, Psychology, and Biomedical Engineering
Director, Center for Adaptive Systems 
Chairman, Department of Cognitive and Neural Systems 
PhD, Mathematics, Rockefeller University 
Theoretical biology, theoretical psychology, dynamical systems, applied
mathematics

Frank Guenther 
Assistant Professor of Cognitive and Neural Systems 
PhD, Cognitive and Neural Systems, Boston University
Biological sensory-motor control, spatial representation, speech production

Thomas G. Kincaid 
Chairman and Professor of Electrical, Computer and Systems Engineering,
College of Engineering 
PhD, Electrical Engineering, Massachusetts Institute of Technology 
Signal and image processing, neural networks, non-destructive testing

Nancy Kopell 
Professor of Mathematics 
PhD, Mathematics, University of California at Berkeley 
Dynamical systems, mathematical physiology, pattern formation in
biological/physical systems

Ennio Mingolla
Associate Professor of Cognitive and Neural Systems and Psychology 
Acting Chairman 1995-96, Department of Cognitive and Neural Systems
PhD, Psychology, University of Connecticut 
Visual perception, mathematical modeling of visual processes

Alan Peters 
Chairman and Professor of Anatomy and Neurobiology, School of Medicine 
PhD, Zoology, Bristol University, United Kingdom 
Organization of neurons in the cerebral cortex, effects of aging on 
the primate brain, fine structure of the nervous system

Andrzej Przybyszewski 
Senior Research Associate of Cognitive and Neural Systems 
MSc, Technical Warsaw University; MA, University of Warsaw; 
PhD, Warsaw Medical Academy

Adam Reeves
Adjunct Professor of Cognitive and Neural Systems
Professor of Psychology, Northeastern University 
PhD, Psychology, City University of New York 
Psychophysics, cognitive psychology, vision

William Ross 
Research Associate of Cognitive and Neural Systems
BSc, Cornell University; MA, PhD, Boston University

Mark Rubin 
Research Assistant Professor of Cognitive and Neural Systems 
Research Physicist, Naval Air Warfare Center, China Lake, CA (on leave) 
PhD, Physics, University of Chicago 
Neural networks for vision, pattern recognition, and motor control

Robert Savoy 
Adjunct Associate Professor of Cognitive and Neural Systems 
Scientist, Rowland Institute for Science 
PhD, Experimental Psychology, Harvard University 
Computational neuroscience; visual psychophysics of color, form, and motion
perception

Eric Schwartz 
Professor of Cognitive and Neural Systems; Electrical, Computer and Systems 
Engineering; and Anatomy and Neurobiology 
PhD, High Energy Physics, Columbia University 
Computational neuroscience, machine vision, neuroanatomy, neural modeling

Robert Sekuler 
Adjunct Professor of Cognitive and Neural Systems
Research Professor of Biomedical Engineering, College of Engineering, 
BioMolecular Engineering Research Center 
Jesse and Louis Salvage Professor of Psychology, Brandeis University 
AB,MA, Brandeis University; Sc.M., PhD, Brown University

Allen Waxman 
Adjunct Associate Professor of Cognitive and Neural Systems 
Senior Staff Scientist, MIT Lincoln Laboratory 
PhD, Astrophysics, University of Chicago 
Visual system modeling, mobile robotic systems, parallel computing,
optoelectronic
hybrid architectures

James Williamson 
Research Associate of Cognitive and Neural Systems 
PhD, Cognitive and Neural Systems, Boston University
Image processing and object recognition.  Particular interests are:
dynamic binding, 
self-organization, shape representation, and classification

Jeremy Wolfe 
Adjunct Associate Professor of Cognitive and Neural Systems 
Associate Professor of Ophthalmology, Harvard Medical School 
Psychophysicist, Brigham & Women's Hospital, Surgery Dept. 
Director of Psychophysical Studies, Center for Clinical Cataract Research 
PhD, Massachusetts Institute of Technology
From rsun@cs.ua.edu Fri Oct  6 00:38:26 1995
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Date: Thu, 5 Oct 1995 09:11:57 -0500
From: Ron Sun <rsun@cs.ua.edu>
Message-Id: <9510051411.AA16982@athos.cs.ua.edu>
To: cneuro@smaug.bbb.caltech.edu, cogpsy@phil.ruu.nl,
        connectionists@MAILBOX.SRV.CS.CMU.EDU, hybrid@cns.brown.edu,
        neuron-request@cattell.psych.upenn.edu, nl-kr@cs.rpi.edu



ANNOUNCING A NEW MAILING LIST:

The <Hybrid Models: Learning and Architectures> mailing lists.
    -------------------------------------------

As we discussed at the CSI workshop at IJCAI in this August,
we now establish this new mailing list for the specific purpose of
exchanging information and ideas regarding hybrid models, especially models
integrating symbolic and connectionist processes. Other hybrid models,
such as fuzzy logic+neural networks and GA+NN, are also covered.

This is an unmoderated list. Conference and workshop announcements,
papers and technical reports, informed discussions of specific
topics in hybrid model areas, and other pertinent messages
are appropriate items for submission. 
Email your submission to hybrid-list@cs.ua.edu, which will be automatically
forwarded to all the recipients of the list.

Information regarding subscription is attached below.
For questions and suggestions regarding this list, send email to
rsun@cs.ua.edu (only if you have to).

This mailing list has incorporated the old HYBRID list at Brown U. maintained
by Michael Perrone (thanks to Michael), and included names of those who 
attended the 1995 CSI workshop or expressed interest in it.
(To remove your name from the list, see the instruction at the end of this
message.)

Regards,
--Ron Sun


==============================================================================
The University of Alabama Department of Computer Science has set up a list
service for this: 

To subscribe to this list service, send an e-mail message to the userid
"listproc@cs.ua.edu" with NO SUBJECT, but a one-line text message,
as shown below:

                SUBSCRIBE hybrid-list  YourFirstName YourLastName

You should receive a response back indicating your addition to the list.

After this, you can submit items  to the list by
simply e-mail'ing a message to the userid:  "hybrid-list@cs.ua.edu".
The message will automatically be sent to all individuals on the list.

To unsubscribe to this list service, send an e-mail message to the userid
"listproc@cs.ua.edu" with NO SUBJECT, but a one-line text message,
as shown below:

                UNSUBSCRIBE hybrid-list  
==============================================================================

From john@dcs.rhbnc.ac.uk Fri Oct  6 00:38:28 1995
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From: John Shawe-Taylor <john@dcs.rhbnc.ac.uk>
Message-Id: <199510051324.OAA07218@platon.cs.rhbnc.ac.uk>
X-Authentication-Warning: platon.cs.rhbnc.ac.uk: Host localhost didn't use HELO protocol
To: Connectionists@cs.cmu.edu
Subject: Technical Report Series in Neural and Computational Learning
Date: Thu, 05 Oct 95 14:24:13 +0100
X-Mts: smtp


The European Community ESPRIT Working Group in Neural and Computational 
       Learning Theory (NeuroCOLT): three new reports available

----------------------------------------
NeuroCOLT Technical Report NC-TR-95-051:
----------------------------------------
On the Computational Power of Continuous Time Neural Networks
by Pekka Orponen, University of Helsinki, Finland

Abstract:
We investigate the computational power of continuous-time neural
networks with Hopfield-type units. We prove that polynomial-size
networks with saturated-linear response functions are at least as
powerful as polynomially space-bounded Turing machines.

----------------------------------------
NeuroCOLT Technical Report NC-TR-95-052:
----------------------------------------
Computational Machine Learning in Theory and Praxis
by Ming Li, University of Waterloo, Canada
   Paul Vitanyi, CWI and Universiteit van Amsterdam, The Netherlands.

Abstract:
In the last few decades a computational approach to machine learning
has emerged based on paradigms from recursion theory and the theory of
computation. Such ideas include learning in the limit, learning by
enumeration, and probably approximately correct (pac) learning.  These
models usually are not suitable in practical situations. In contrast,
statistics based inference methods have enjoyed a long and
distinguished career. Currently, Bayesian reasoning in various forms,
minimum message length (MML) and minimum description length (MDL), are
widely applied approaches. They are the tools to use with particular
machine learning praxis such as simulated annealing, genetic
algorithms, genetic programming, artificial neural networks, and the
like. These statistical inference methods select the hypothesis which
minimizes the sum of the length of the description of the hypothesis
(also called `model') and the length of the description of the data
relative to the hypothesis. It appears to us that the future of
computational machine learning will include combinations  of the
approaches above coupled with guaranties with respect to used time and
memory resources. Computational learning theory will move closer to
practice and the application of the principles such as MDL require
further justification.  Here, we survey some of the actors in this
dichotomy between theory and praxis, we justify MDL via the Bayesian
approach, and give  a comparison between pac learning and MDL learning
of decision trees.

----------------------------------------
NeuroCOLT Technical Report NC-TR-95-053:
----------------------------------------
On the relations between distributive computability and the BSS model
by Sebastiano Vigna, University of Milan, Italy

Abstract:
This paper presents an equivalence result between computability in the
BSS model and in a suitable distributive category. It is proved that
the class of functions $R^m\to R^n$ (with $n,m$ finite and $R$ a
commutative, ordered ring) computable in the BSS model and the
functions distributively computable over a natural distributive graph
based on the operations of $R$ coincide. Using this result, a new
structural characterization, based on iteration, of the same functions
is given.


-----------------------
The Report NC-TR-95-051 can be accessed and printed as follows 

% ftp cscx.cs.rhbnc.ac.uk  (134.219.200.45)
Name: anonymous
password: your full email address
ftp> cd pub/neurocolt/tech_reports
ftp> binary
ftp> get nc-tr-95-051.ps.Z
ftp> bye
% zcat nc-tr-95-051.ps.Z | lpr -l

Similarly for the other technical report.

Uncompressed versions of the postscript files have also been
left for anyone not having an uncompress facility.

A full list of the currently available Technical Reports in the 
Series is held in a file `abstracts' in the same directory.

The files may also be accessed via WWW starting from the NeuroCOLT homepage:

http://www.dcs.rhbnc.ac.uk/neural/neurocolt.html


Best wishes
John Shawe-Taylor


From rsun@cs.ua.edu Fri Oct  6 13:06:02 1995
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Message-Id: <199510061022.SAA15951@cs.uwa.oz.au>
From: rsun@cs.ua.edu (Ron Sun)
Subject: Hybrid Models mailing list
To: bayes-news@STAT.CMU.EDU, ga-list@aic.nrl.navy.mil, met-ai@comp.vuw.ac.nz,
        mlnet@swi.psy.uva.nl, neuron@hplabs.hpl.hp.com,
        reinforce@cs.uwa.edu.au
Date: Thu, 5 Oct 1995 13:01:46 -0500



ANNOUNCING A NEW MAILING LIST:

The <Hybrid Models: Learning and Architectures> mailing lists.
    -------------------------------------------

As we discussed at the CSI workshop at IJCAI in this August,
we now establish this new mailing list for the specific purpose of
exchanging information and ideas regarding hybrid models, in artificial
intelligence and cognitive science, especially models
integrating symbolic and connectionist processes. Other hybrid models,
such as fuzzy logic+neural networks and GA+NN, are also covered.

This is an unmoderated list. Conference and workshop announcements,
papers and technical reports, informed discussions of specific
topics in hybrid model areas, and other pertinent messages
are appropriate items for submission. 
Email your submission to hybrid-list@cs.ua.edu, which will be automatically
forwarded to all the recipients of the list.

Information regarding subscription is attached below.
For questions and suggestions regarding this list, send email to
rsun@cs.ua.edu (only if you have to).

This mailing list has incorporated the old HYBRID list at Brown U. maintained
by Michael Perrone (thanks to Michael), and included names of those who 
attended the 1995 CSI workshop or expressed interest in it.
(To remove your name from the list, see the instruction at the end of this
message.)

Regards,
--Ron Sun


==============================================================================
The University of Alabama Department of Computer Science has set up a list
service for this: 

To subscribe to this list service, send an e-mail message to the userid
"listproc@cs.ua.edu" with NO SUBJECT, but a one-line text message,
as shown below:

                SUBSCRIBE hybrid-list  YourFirstName YourLastName

You should receive a response back indicating your addition to the list.

After this, you can submit items  to the list by
simply e-mail'ing a message to the userid:  "hybrid-list@cs.ua.edu".
The message will automatically be sent to all individuals on the list.

To unsubscribe from this list service, send an e-mail message to the userid
"listproc@cs.ua.edu" with NO SUBJECT, but a one-line text message,
as shown below:

                UNSUBSCRIBE hybrid-list  
==============================================================================


From berns@fzi.de Fri Oct  6 13:40:32 1995
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Message-Id: <199510061023.SAA15958@cs.uwa.oz.au>
From: Karsten Berns <berns@fzi.de>
Sender: berns@fzi.de
To: reinforce@cs.uwa.oz.au
Cc: berns@fzi.de
Subject: walking machine and RL
Date: Fri, 6 Oct 1995 09:08:19 +0100


 Dear Malcolm,
 
 I don"t know if you have read our paper about reinforcement learning
 and walking machines. If you need further information about this or about
 other reinforcement approaches for mobile robots please contact
 w. Ilg. He is a group member of us. He responsible in our group for 
 RL in robotics. 
 
 If you have a walking machine in your institute please fill in the
 questonary of walking machines in our www pages 
 (http;//www.fzi.de/divisions/ipt/WMC/questionary.html). I have
 build up this questionary to bring together the different research groups
  of walking machines.
 
 I hope that I could help you
 
 Regards 
 
 Karsten

From ajit@austin.ibm.com Fri Oct  6 20:26:51 1995
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Date: Thu, 5 Oct 1995 15:40:53 -0500
From: Dingankar <ajit@austin.ibm.com>
Message-Id: <9510052040.AA14254@ding.austin.ibm.com>
To: Connectionists@cs.cmu.edu
Subject: Dissertation available in Neuroprose
Reply-To: ajit@austin.ibm.com
Return-Receipt-To: ajit@austin.ibm.com
Organization: IBM, Austin
Work: (512) 838-6850
Fax: (512) 838-5882
Ftp-Host: archive.cis.ohio-state.edu
Ftp-Filename: /pub/neuroprose/Thesis/dingankar.thesis.ps.Z



**DO NOT FORWARD TO OTHER GROUPS**

Sorry, no hardcopies available.

URL:
ftp://archive.cis.ohio-state.edu/pub/neuroprose/Thesis/dingankar.thesis.ps.Z

BiBTeX entry:
@PhdThesis{ajit-phd,
  author = 	 "Ajit Trimbak Dingankar",
  title = 	 "On Applications of Approximation Theory to
		  Identification, Control and Classification",
  school = 	 "The University of Texas at Austin",
  year = 	 1995,
  address = 	 "Austin, Texas",
}

				Abstract

	Applications of approximation theory to some problems in
identification of dynamic systems, their control, and to problems in
signal classification are studied.  First, an algorithm is given for
constructing approximations in a wide variety of settings, and a
corresponding error bound is derived.  Then weak sufficient conditions
for perfect classification of signals are studied.  Next the problem
of approximating linear functionals with certain sums of integrals is
studied, alongwith its relation to the approximation of nonlinear
functionals.  Then an approximation theoretic characterization of
continuity of nonlinear maps is given.  As another application of
function approximation, the problem of universally approximating
controllers for discrete-time continuous plants is studied.  Finally,
error bounds for approximation of functions defined on finite
dimensional Hilbert spaces are given.



------------------------------------------------------------------------------
Ajit T. Dingankar			|		ajit@austin.ibm.com 
IBM Corporation, Internal Zip 4359	|		Work: (512) 838-6850
11400 Burnet Road, Austin, TX 78758	|		Fax : (512) 838-5882

From listerrj@helios.aston.ac.uk Fri Oct  6 20:26:57 1995
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Message-Id: <27328.9510060924@sun.aston.ac.uk>
To: Connectionists@cs.cmu.edu, cphc-jobs@ukc.ac.uk, allstat@mailbase.ac.uk
Subject: Postdoctoral position in Neural Computing
Reply-To: listerrj@aston.ac.uk
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Mime-Version: 1.0
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Date: Fri, 06 Oct 1995 10:24:28 +0100
From: Richard Lister <listerrj@helios.aston.ac.uk>
Content-Length: 1963



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

                   Neural Computing Research Group
                   -------------------------------

           Dept of Computer Science and Applied Mathematics

                   Aston University, Birmingham, UK

 Nonstationary Feature Extraction and Tracking for the Classification
 --------------------------------------------------------------------
            of Turning Points in Multivariate Time Series
            ----------------------------------------------


The Neural Computing Research Group at Aston is looking for  a  highly
motivated individual for a 3 year postdoctoral research position.  The
investigation will involve generic problems of feature  extraction  in
nonstationary    environments,    typically    from   univariate   and
multivariate time series.

Potential candidates  should  be  mathematically  and  computationally
competent  with  a  background  either  in artificial neural networks,
dynamical systems theory,  statistical  pattern  processing,  or  have
relevant   experience   from   a  physics  or  electrical  engineering
background.


    ***  Further details at http://neural-server.aston.ac.uk/  ***


Conditions of Service
---------------------

Salaries will be up to point 6 on the RA 1A scale, currently 15,986 UK
pounds.  These  salary  scales  are  currently  under  review, and are
subject to annual increments.


How to Apply
------------

Please send a full CV and publications list, together with  the  names
of 4 referees, to:

    Professor D Lowe
    Neural Computing Research Group
    Department of Computer Science and Applied Mathematics
    Aston University
    Birmingham B4 7ET, U.K.

    Tel: 0121 333 4631
    Fax: 0121 333 6215
    email: d.lowe@aston.ac.uk

(email submission of postscript files is welcome)

Closing date: 15 November 1995

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

From winther@connect.nbi.dk Fri Oct  6 20:26:58 1995
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	(1.38.193.4/16.2)	id AA23724; Fri, 6 Oct 1995 16:18:50 +0100
From: Ole Winther <winther@connect.nbi.dk>
Subject: Paper available: "A mean field approach to Bayes Learning in feed-forward neural networks"
Date: October 6, 1995
Apparently-To: connectionists@cs.cmu.edu

FTP-host: connect.nbi.dk
FTP-file: neuroprose/opper.bayes.ps.Z
WWW-host: http://connect.nbi.dk

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

The following paper is now available:

A mean field approach to Bayes Learning in feed-forward neural networks
[12 pages]

Manfred Opper
Theoretical Physics, University of Wurzburg, Germany

Ole Winther
CONNECT, The Niels Bohr Institute, University of Copenhagen, Denmark

Abstract:
We propose an algorithm to realise Bayes optimal predictions for feed-forward
neural networks which is based on the TAP mean field method developed for the
statistical mechanics of disordered systems. We conjecture that our approach
will be exact in the thermodynamic limit. The algorithm results in a simple
built-in leave-one-out crossvalidation of the predictions. Simulations for the
case of the simple perceptron and the committee machine are in excellent
agreement with the results of replica theory.

Please do not reply directly to this message.

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

FTP-instructions:

unix> ftp connect.nbi.dk (or 130.225.212.30)
ftp> Name: anonymous
ftp> Password: your e-mail address
ftp> cd neuroprose
ftp> binary
ftp> get opper.bayes.ps.Z
ftp> quit
unix> uncompress opper.bayes.ps.Z

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

Ole Winther,
Computational Neural Network Center (CONNECT)
Niels Bohr Institute
Blegdamsvej 17
2100 Copenhagen
Denmark

Telephone: +45-3532-5200
Direct:    +45-3532-5311
Fax:       +45-3142-1016
e-mail:    winther@connect.nbi.dk

From arbib@pollux.usc.edu Fri Oct  6 20:27:00 1995
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          6 Oct 95 15:05:38 EDT
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Received: (arbib@localhost)
	by pollux.usc.edu (8.6.12/8.6.4)
	id KAA11592; Fri, 6 Oct 1995 10:50:05 -0700
Date: Fri, 6 Oct 1995 10:50:05 -0700
From: "Michael A. Arbib" <arbib@pollux.usc.edu>
Message-Id: <199510061750.KAA11592@pollux.usc.edu>
To: bayes-news@STAT.CMU.EDU, connectionists@cs.cmu.edu,
        ga-list@aic.nrl.navy.mil, met-ai@comp.vuw.ac.nz, mlnet@swi.psy.uva.nl,
        neuron@hplabs.hpl.hp.com, reinforce@cs.uwa.edu.au
Subject: A New Series of Virtual Textbooks on Neural Networks
Cc: rutter@mit.edu


October 6, 1995

Yesterday, a visitor to my office, while speaking of his enthusiasm 
for "The Handbook of Brain Theory and Neural Networks", 
mentioned that some of his colleagues had criticized the fact that 
the [266] articles [in Part III] were arranged in alphabetical order,
thus lacking the "logical order" to make the book easy to use for 
teaching.

The purpose of this note is to answer such concerns.

1.  The boring answer is that a Handbook is not a Textbook.  

Indeed, given that the 266 articles provide such a comprehensive 
overview - including detailed models of single neurons; analysis of 
a wide variety of neurobiological systems; connectionist studies; 
mathematical analyses of abstract neural networks; and 
technological applications of adaptive, artificial neural networks 
and related methodologies - it is hard to imagine a course that 
would cover the whole book, no matter in what order the articles 
were presented.

2. The exciting answer is that THE HANDBOOK IS A VIRTUAL 
LIBRARY OF TWENTY-THREE TEXTBOOKS!!

Before the 266 articles of Part III come Part I and Part II.

Part I  provides an introductory textbook level introduction
to Neural Networks.

Part II provides 23 "road maps", each of which lists the 
articles on a particular theme, followed by an essay which
offers a "logical order" in which to read these articles.  

Thus, the Handbook can be used to provide a "virtual textbook"
on any one of the following 23 topics:

Applications of Neural Networks
Artificial Intelligence and Neural Networks
Biological Motor Control
Biological Networks
Biological Neurons
Computability and Complexity
Connectionist Linguistics
Connectionist Psychology
Control Theory and Robotics
Cooperative Phenomena
Development and Regeneration of Neural Networks
Dynamic Systems and Optimization
Implementation of Neural Networks
Learning in Artificial Neural Networks, Deterministic
Learning in Artificial Neural Networks, Statistical
Learning in Biological Systems
Mammalian Brain Regions
Mechanisms of Neural Plasticity
Motor Pattern Generators and Neuroethology
Primate Motor Control
Self-Organization in Neural Networks
Other Sensory Systems
Vision

In each case, the instructor can follow the road map to traverse
the articles to provide full coverage of the topic, using the cross-
references to choose supplementary material from within the 
Handbook, and the carefully selected list of readings at the end
of each article to choose supplementary material from the general 
literature.

As an appendix to this message, I include a sample road map, that
on "Learning in Artificial Neural Networks, Deterministic".  All 
the road maps are available on the Web at:
http://www-mitpress.mit.edu/mitp/recent-
books/comp/handbook-brain-theo.html

If you have other queries about how best to use the Handbook, or 
suggestions for improving the Handbook, please feel free to contact 
me by email:  arbib@pollux.usc.edu.

With best wishes

Michael Arbib

*****

APPENDIX: 

The Road Map for
"Learning in Artificial Neural Networks, Deterministic"

from Part II of The Handbook of Brain Theory and Neural 
Networks, (M.A. Arbib, Ed.), A Bradford Book, copyright 1995, 
The MIT Press.

LEARNING IN ARTIFICIAL NEURAL NETWORKS, 
DETERMINISTIC

[Articles in the Road Map, listed in Alphabetical Order.]

Adaptive Resonance Theory
Associative Networks
Backpropagation: Basics and New Developments
Convolutional Networks for Images, Speech, and Time-Series
Coulomb Potential Learning
Kolmogorov's Theorem
Learning by Symbolic and Neural Methods
Learning as Hill-Climbing in Weight Space
Learning as Adaptive Control of Synaptic Matrices
Modular Neural Net Systems, Training of
Neocognitron: A Model for Visual Pattern Recognition
Neurosmithing: Improving Neural Network Learning
Nonmonotonic Neuron Associative Memory
Pattern Recognition
Perceptrons, Adalines, and Backpropagation
Recurrent Networks: Supervised Learning
Reinforcement Learning
Topology-Modifying Neural Network Algorithms

[Articles in the Road Map, discussed in Logical Order.]


Much of our concern is with supervised learning, getting a network 
to behave in a way which successfully approximates some specified 
pattern of behavior or input-output relationship. In particular, 
much emphasis has been placed on feedforward networks, that is, 
networks which have no loops, so that the output of the net 
depends on its input alone, since there is then no internal state 
defined by reverberating activity. The most direct form of this is a 
synaptic matrix, a one-layer neural network for which input lines 
directly drive the output neurons and a "supervised Hebbian" rule 
sets synapses so that the network will exhibit specified input-
output pairs in its response repertoire. This is addressed in the 
article on ASSOCIATIVE NETWORKS, which notes the problems 
that arise if the input patterns (the "keys" for associations) are not 
orthogonal vectors. Association also extends to recurrent networks 
obtained from one layer networks by feedback connections from the 
output to the input, but in such systems of "dynamic memories" (e.g., 
Hopfield networks) there are no external inputs as such. Rather the 
"input" is the initial state of the network, and the "output" is the 
"attractor" or equilibrium state to which the network then settles. 
Unfortunately, the usual "attractor network" memory model, with 
neurons whose output is a sigmoid function of the linear combination 
of their inputs, has many spurious memories, i.e., equilibria other 
than the memorized patterns, and there is no way to decide a 
memorized pattern is recalled or not. The article on 
NONMONOTONIC NEURON ASSOCIATIVE MEMORY shows that, if 
the output of each neuron is a nonmonotonic function of its input, the 
capacity of the network can be increased, and the network does not 
exhibit spurious memories: when the network fails to recall a 
correct memorized pattern, the state shows a chaotic behavior 
instead of falling into a spurious memory.

Historically, the earliest forms of supervised learning involved 
changing synaptic weights to oppose the error in a neuron with a 
binary output (the perceptron error-correction rule), or to minimize 
the sum of squares of errors of output neurons in a network with real-
valued outputs (the Widrow-Hoff rule). This work is charted in 
the article on PERCEPTRONS, ADALINES AND BACKPROPAGATION, 
which also charts the extension of these classic ideas to 
multilayered feedforward networks. Multilayered networks pose 
the structural credit assignment problem: when an error is made at 
the output of a network, how is credit (or blame) to be assigned to 
neurons deep within the network? One of the most popular 
techniques is called backpropagation, whereby the error of output 
units is propagated back to yield estimates of how much a given 
"hidden unit" contributed to the output error. These estimates are 
used in the adjustment of synaptic weights to these units within the 
network. The article on BACKPROPAGATION: BASICS AND NEW 
DEVELOPMENTS places this idea in a broader mathematical and 
historical framework in which backpropagation is seen as a 
general method for calculating derivatives to adjust the weights of 
nonlinear systems, whether or not they are neural networks. The 
underlying theoretical grounding is that, given any function f: X . 
Y for which X and Y are codable as input and output patterns of a 
neural network, then, as shown in the article on KOLMOGOROV'S 
THEOREM, f can be approximated arbitrarily well by a 
feedforward network with one layer of hidden units. The catch, of 
course, is that many, many hidden units may be required for a close 
fit. It is often an empirical question whether there exists a 
sufficiently good approximation achievable in principle by a 
network of a given size P an approximation which a given learning 
rule may or may not find (it may, for example, get stuck in a local 
optimum rather than a global one). The article on 
NEUROSMITHING: IMPROVING NEURAL NETWORK LEARNING 
provides a number of "rules of thumb" to be used in applying 
backpropagation in trying to find effective settings for network size 
and for various coefficients in the learning rules.

One useful perspective for supervised learning views LEARNING AS 
HILL-CLIMBING IN WEIGHT SPACE, so that each "experience" 
adjusts the synaptic weights of the network to climb (or descend) a 
metaphorical hill for which "height" at a particular point in 
"weight space" corresponds to some measure of the performance of 
the network (or the organism or robot of which it is a part). When 
the aim is to minimize this measure, one of the basic techniques for 
learning is what mathematicians call "gradient descent"; 
optimization theory also provides alternative methods such as, 
e.g., that of conjugate gradients, which are also used in the neural 
network literature. REINFORCEMENT LEARNING describes a form of 
"semi-supervised" learning where the network is not provided 
with an explicit form of error at each time step but rather receives 
only generalized reinforcement ("you're doing well"; "that was 
bad!") which yields little immediate indication of how any neuron 
should change its behavior. Moreover, the reinforcement is 
intermittent, thus raising the temporal credit assignment problem: 
how is an action at one time to be credited for positive 
reinforcement at a later time? One solution is to build an "adaptive 
critic" which learns to evaluate actions of the network on the basis 
of how often they occur on a path leading to positive or negative 
reinforcement.

Another perspective on supervised learning is presented in 
LEARNING AS ADAPTIVE CONTROL OF SYNAPTIC MATRICES, 
which views learning as a control problem (controlling synaptic 
matrices to yield a given network behavior) and then uses the 
adjoint equations of control theory to derive synaptic adjustment 
rules. Gradient descent methods have also been extended to adapt 
the synaptic weights of recurrent networks, as discussed in 
RECURRENT NETWORKS: SUPERVISED LEARNING, where the aim 
is to match the time course of network activity, rather than the 
(input, output) pairs of some training set.

The task par excellence for supervised learning is pattern 
recognition, the problem of classifying objects, often represented as 
vectors or as strings of symbols, into categories. Historically, the 
field of pattern recognition started with early efforts in neural 
networks (see PERCEPTRONS, ADALINES AND 
BACKPROPAGATION). While neural networks played a less central 
role in pattern recognition for some years, recent progress has made 
them the method of choice for many applications. As PATTERN 
RECOGNITION demonstrates, multilayer networks, when properly 
designed, can learn complex mappings in high-dimensional spaces 
without requiring complicated hand-crafted feature extractors. To 
rely more on learning, and less on detailed engineering of feature 
extractors, it is crucial to tailor the network architecture to the 
task, incorporating prior knowledge to be able to learn complex 
tasks without requiring excessively large networks and training 
sets. 

Many specific architectures have been developed to solve 
particular types of learning problem. ADAPTIVE RESONANCE 
THEORY (ART) bases learning on internal expectations. When the 
external world fails to match an ART network's expectations or 
predictions, a search process selects a new category, representing a 
new hypothesis about what is important in the present 
environment. The neocognitron (see NEOCOGNITRON: A MODEL 
FOR VISUAL PATTERN RECOGNITION) was developed as a neural 
network model for visual pattern recognition which addresses the 
specific question "how can a pattern be recognized despite 
variations in size and position?" by using a multilayer architecture 
in which local features are replicated in many different scales and 
locations. More generally, as shown in CONVOLUTIONAL 
NETWORKS FOR IMAGES, SPEECH, AND TIME SERIES, shift 
invariance in convolutional networks is obtained by forcing the 
replication of weight configurations across space. Moreover, the 
topology of the input is taken into account, enabling such networks 
to force the extraction of local features by restricting the receptive 
fields of hidden units to be local. COULOMB POTENTIAL LEARNING 
derives its name from its functional form's likeness to a coulomb 
charge potential, replacing the linear separability of a simple 
perceptron with a network that is capable of constructing arbitrary 
nonlinear boundaries for classification tasks. 

We have already noted that networks that are too small cannot 
learn the desired input to output mapping. However, networks can 
also be too large. Just as a polynomial of too high a degree is not 
useful for curve-fitting, a network that is too large will fail to 
generalize well, and will require longer training times. Smaller 
networks, with fewer free parameters, enforce a smoothness 
constraint on the function found. For best performance, it is, 
therefore, desirable to find the smallest network that will 
"properly" fit the training data. The article TOPOLOGY-
MODIFYING NEURAL NETWORK ALGORITHMS reviews algorithms 
which adjust network topology (i.e., adding or removing neurons 
during the learning process) to arrive at a network appropriate to a 
given task. 

The last two articles in this road map take a somewhat different 
viewpoint from that of adjusting the synaptic weights in a single 
network. MODULAR NEURAL NET SYSTEMS, TRAINING OF presents 
the idea that, although single neural networks are theoretically 
capable of learning complex functions, many problems are better 
solved by designing systems in which several modules cooperate 
together to perform a global task, replacing the complexity of a 
large neural network by the cooperation of neural network modules 
whose size is kept small. The article on LEARNING BY SYMBOLIC 
AND NEURAL METHODS focuses on the distinction between 
symbolic learning based on producing discrete combinations of the 
features used to describe examples and neural approaches which 
adjust continuous, nonlinear weightings of their inputs. The article 
not only compares but also combines the two approaches, showing 
for example how symbolic knowledge may be used to set the initial 
state of an adaptive network. 


[This Road Map is then followed by one on "Learning in Artificial 
Neural Networks, Statistical"]
From dwang@cis.ohio-state.edu Sat Oct  7 16:15:40 1995
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From: DeLiang Wang <dwang@cis.ohio-state.edu>
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Date: Fri, 6 Oct 1995 11:13:23 -0400
Message-Id: <199510061513.LAA01790@shirt.cis.ohio-state.edu>
To: Connectionists@cs.cmu.edu
Subject: Preprint available on auditory scene analysis
Cc: dwang@cis.ohio-state.edu



The following preprint is available via FTP/WWW:

------------------------------------------------------------------
Primitive Auditory Segregation Based on Oscillatory Correlation
------------------------------------------------------------------

DeLiang Wang

Cognitive Science: Accepted for publication

The Ohio State University

Auditory scene analysis is critical for complex auditory processing.  We 
study auditory segregation from the neural network perspective, and develop 
a framework for primitive auditory scene analysis.  The architecture is a 
laterally coupled two-dimensional network of relaxation oscillators with a 
global inhibitor.  One dimension represents time and another one represents 
frequency.  We show that this architecture, plus systematic delay lines, 
can in real time group auditory features into a stream by phase synchrony 
and segregate different streams by desynchronization.  The network 
demonstrates a set of psychological phenomena regarding primitive auditory 
scene analysis, including dependency on frequency proximity and the rate 
of presentation, sequential capturing, and competition among different 
perceptual organizations.  We offer a neurocomputational theory - shifting 
synchronization theory - for explaining how auditory segregation might be 
achieved in the brain, and the psychological phenomenon of stream 
segregation.  Possible extensions of the model are discussed.

(42 pages + one figure = 1.5MB + 600 KB) 


for anonymous ftp:
       	FTP-HOST: ftp.cis.ohio-state.edu
	Directory: /pub/leon/Wang95
       	FTP-filenames: Wang.prep.ps.Z, fig5G.ps.Z

or for WWW:
	http://www.cis.ohio-state.edu/~dwang


Comments are most welcome - Please send to 
	DeLiang Wang (dwang@cis.ohio-state.edu)


----------------------------------------------------------------------------
FTP instructions:

To retrieve and print the files, use the following commands:

unix> ftp ftp.cis.ohio-state.edu
Name: anonymous
Password: (your email address)
ftp> binary
ftp> cd /pub/leon/Wang95
ftp> get Wang.prep.ps.Z
ftp> get fig5G.ps.Z
ftp> quit
unix> uncompress Wang.prep.ps.Z
unix> uncompress fig5G.ps.Z
unix> lpr {each of the two postscript files} 
	(Wang.prep.ps may not ghostview well - some figures do not show up with
	 my ghostview - but it should print ok)
----------------------------------------------------------------------------



From terry@salk.edu Sat Oct  7 16:15:46 1995
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From: Terry Sejnowski <terry@salk.edu>
Message-Id: <9510070214.AA28375@salk.edu>
To: connectionists@cs.cmu.edu
Subject: Neural Computation 7:6

NEURAL COMPUTATION Vol 7, Issue 6, November 1995

Article:

An information-maximization approach to blind separation and
blind deconvolution
   Anthony J. Bell and Terrence J. Sejnowski

Note:

A perceptron reveals the face of sex
   Michael Gray, David Lawrence, Beatrice Golomb, and Terrence Sejnowski

Letters:

Self-organization as an iterative kernel smoothing process
   Vladmir Cherkassky and Filip Mulier

On the distribution and the convergence of feature space in 
self-organizing maps
   Hujun Yin and Nigel Allinson

Sorting with self-organizing maps
   Marco Budinich

Introducing asymmetry into interneuron learning
   Colin Fyfe

Learning and generalization with minimerror, a temperature
dependent learning algorithm
   Bruno Raffin and Mirta B. Gordon

Regularized neural networks:  Some convergence rate results
   Halbert White and Valentina Corradi

The target switch algorithm:  A constructive learning procedure
for feedforward neural networks
   Colin Campbell and C. Perez Vicente

On the practical applicability of VC dimension bounds
   Sean B. Holden and Mahesan Niranjan

LeRec: A NN/HMM hybrid for on-line handwriting recognition
   Yoshua Bengio, Yann LeCun, Craig Nohl, and Chris Burges

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SUBSCRIPTIONS - 1996 - VOLUME 8 - 8 ISSUES 

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From: Vasant Honavar <honavar@cs.iastate.edu>
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Subject: paper available: constructive learning algorithms
To: connectionists@cs.cmu.edu
Date: Fri, 6 Oct 1995 21:31:09 -0500 (CDT)
Cc: Vasant Honavar <honavar@cs.iastate.edu>
X-Mailer: ELM [version 2.4 PL24]
Content-Type: text



The following paper is now available in postscript form on the WWW 
via the URL: http://www.cs.iastate.edu/~honavar/publist.html 

Constructive Neural Network Learning Algorithms for Multi-Category
Pattern Classification

Technical Report TR95-15

Rajesh Parekh, Jihoon Yang, and Vasant Honavar
Artificial Intelligence Research Group
Department of Computer Science 
226 Atanasoff Hall, 
Iowa State University, 
Ames, IA 50011. U.S.A. 
parekh|yang|honavar@cs.iastate.edu


Abstract 


Constructive learning algorithms offer an approach for incremental 
construction of potentially near-minimal neural network architectures for 
pattern classification tasks. Such algorithms help overcome the need
for ad-hoc and often inappropriate choice of network topology in
the use of algorithms that search for a suitable weight setting in
an otherwise a-priori fixed network architecture. Several such algorithms
proposed in the literature have been shown to converge to zero classification
errors (under certain assumptions) on a finite, non-contradictory training 
set in a 2-category classification problem. This paper explores multi-category
extensions of several constructive neural network learning algorithms for
pattern classification. In each case, we establish the convergence to zero 
classification errors on a multi-category classification task
(under certain assumptions). Results of experiments with non-separable
data sets demonstrate the feasibility of this approach to
multi-category pattern classification and also suggest several interesting
directions for future research. 

------------------------------------------------------------
Vasant Honavar
honavar@cs.iastate.edu
http://www.cs.iastate.edu/~honavar/homepage.html
