论文信息 - A class of cellular automata modeling winnerless competition.

A class of cellular automata modeling winnerless competition.

Neural units introduced by Rabinovich et al. ("Sensory coding with dynamically competitive networks," UCSD and CIT, February 1999) motivate a class of cellular automata (CA) where spatio-temporal encoding is feasible. The spatio-temporal information capacity of a CA is estimated by the information capacity of the attractor set, which happens to be finitely specified. Two-dimensional CA are studied in detail. An example is given for which the attractor is not a subshift. (c) 2002 American Institute of Physics.

V. Afraimovich | F. C. Ordaz | J. Urias

[1] Sze-Bi Hsu,et al. On the Asymmetric May-Leonard Model of Three Competing Species , 1998, SIAM J. Appl. Math..

[2] G. Laurent,et al. Distinct Mechanisms for Synchronization and Temporal Patterning of Odor-Encoding Neural Assemblies , 1996, Science.

[3] G. Laurent,et al. Encoding of Olfactory Information with Oscillating Neural Assemblies , 1994, Science.

[4] Danrun Huang,et al. Poset block equivalence of integral matrices , 2003 .

[5] M. I. Rabinovich,et al. Dynamical coding of sensory information with competitive networks , 2000, Journal of Physiology-Paris.

[6] G. Laurent,et al. Who reads temporal information contained across synchronized and oscillatory spike trains? , 1998, Nature.

[7] G. Laurent,et al. Impaired odour discrimination on desynchronization of odour-encoding neural assemblies , 1997, Nature.

[8] K. Heikes,et al. Convection in a Rotating Layer: A Simple Case of Turbulence , 1980, Science.

[9] G. Laurent,et al. Odour encoding by temporal sequences of firing in oscillating neural assemblies , 1996, Nature.

[10] Douglas Lind,et al. An Introduction to Symbolic Dynamics and Coding , 1995 .

[11] R. May,et al. Nonlinear Aspects of Competition Between Three Species , 1975 .