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Reducing Neuronal Systems to Discrete Dynamics

Introductory Workshop on Dynamical Systems with Emphasis on Extended Systems
January 25,2007 09:00 AM to 09:45 AM
Speakers:
Terman, David
VMath - The Next Generation for Math Lectures on Streaming Video

Summary:

A model of coupled osillators which represent existatory and inhibtory neurons is presented. The differential equations are reduced to discrete dynamics. Apllications of these models include sleep rhythms and the olfactory.

Keywords:

Neurinal networks; discrete dynamics; oscillatory behavior.

Lecture #13262

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