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Natural Transformations of Organismic Structures

By Prof. Dr. I. C. Baianu

Abstract

The mathematical structures underlying the theories of organismic sets, (M, R)-systems and molecular sets are shown to be transformed naturally within the theory of categories and functors. Their natural transformations allow the comparison of distinct entities, as well as the modelling of dynamics in “organismic” structures

Topics: Evolution, Theoretical Biology, Computational Neuroscience, Complexity Theory, Dynamical Systems, Neural Nets, Neurogenetics, Logic, Philosophy of Science
Publisher: Pergamon Press, Ltd, reprinted by Springer
Year: 1980
DOI identifier: 10.1016/s0092-8240(80)80058-9
OAI identifier: oai:cogprints.org:7755

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