Statistical mechanics of neocortical interactions: High resolution path-integral calculation of short-term memory

Abstract

We present high-resolution path-integral calculations of a previously developed model of short-term memory in neocortex. These calculations, made possible with supercomputer resources, supplant similar calculations made in L. Ingber, Phys. Rev. E 49, 4652 (1994), and support coarser estimates made in L. Ingber, Phys. Rev. A 29, 3346 (1984). We also present a current experimental context for the relevance of these calculations using the approach of statistical mechanics of neocortical interactions, especially in the context of electroencephalographic data.

35 PostScript pages, including 14 figures

References in corpus (1)

• Path-integral evolution of multivariate systems with moderate noise

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