Mathematical Neurobiology
Subtitle: an Introduction to the Mathematics of the Nervous System
By: [by] J. S. Griffith.
Publisher: Academic Press
Published: 1971
Place of publication: London; New York
Language: eng
Format: Hardback
Number of pages: 161
Subjects: Nervous system -- Mathematical models.; Human information processing.
First sentence: Quantitative data about the nervous system, both at the gross and the detailed level, are much more sparse than is desirable and this certainly poses a major difficulty for attempts to build realistic mathematical theories of brain action.
Notes: Bibliography: p. 148-157.
Table of contents: label: 1
title: Gross Features of Brains
pagenum: 1; label: 2
title: Nerve Cells and their Properties
pagenum: 8; label: 3
title: Mathematical Models of Neurones
pagenum: 29; label: 4
title: Time Series of Action Potentials
pagenum: 47; label: 5
title: Randomly Connected Networks of Neurones
pagenum: 67; label: 6
title: Information Theory and Memory
pagenum: 90; label: 7
title: Non-linear Equations
pagenum: 116; label: 8
title: General Questions about the Brain
pagenum: 132; label: Apx
title: Lagrange's Method of Undetermined Multipliers
pagenum: 146; title: References
pagenum: 148; title: Subject Index
pagenum: 159; title: Symbols Used in the Text
pagenum: 161