Connectionists: Neural modeling article
Douglas S. Greer
dsgreer at gmanif.com
Mon Aug 10 09:57:29 EDT 2009
The following article, which describes a new chemical model of neural
computation where neurotransmitters store information like molecules of
ink in a photograph, is now available at
http://www.gmanif.com/pubs/TCS_ISANTF.pdf
Greer, D.S.
Images as Symbols: An Associative Neurotransmitter-Field Model of the
Brodmann Areas
Transactions on Computational Science V, pp. 38–68, 2009.
The Java code used for the digital simulations of the computational
manifold automata is available free of charge to academic and nonprofit
research institutes (See http://www.gmanif.com).
ABSTRACT
The ability to associate images is the basis for learning relationships
involving vision, hearing, tactile sensation, and kinetic motion. A new
architecture is described that has only local, recurrent connections,
but can directly form global image associations. This architecture has
many similarities to the structure of the cerebral cortex, including the
division into Brodmann areas, the distinct internal and external lamina,
and the pattern of neuron interconnection. The images are represented as
neurotransmitter fields, which differ from neural fields in the
underlying principle that the state variables are not the neuron action
potentials, but the chemical concentration of neurotransmitters in the
extracellular space. The neurotransmitter cloud hypothesis, which
asserts that functions of space, time and frequency, are encoded by the
density of identifiable molecules, allows the abstract mathematical
power of cellular processing to be extended by incorporating a new
chemical model of computation. This makes it possible for a small number
of neurons, even a single neuron, to establish an association between
arbitrary images. A single layer of neurons, in effect, performs the
computation of a two-layer neural network.
Analogous to the bits in an SR flip-flop, two arbitrary images can hold
each other in place in an association processor and thereby form a
short-term image memory. Just as the reciprocal voltage levels in a
flip-flop can produce a dynamical system with two stable states,
reciprocal-image pairs can generate stable attractors thereby allowing
the images to serve as symbols. Spherically symmetric wavelets,
identical to those found in the receptive fields of the retina, enable
efficient image computations. Noise reduction in the continuous wavelet
transform representations is possible using an orthogonal projection
based on the reproducing kernel. Experimental results demonstrating
stable reciprocal-image attractors are presented.
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