On adjoint dynamical systems
Copyright policy )On adjoint dynamical systems
Transformations of dynamical systems are discussed in terms of adjoint, simple adjoint and weak adjoint functors. The relevance of this approach to interpretations of nuclear transplant experiments is suggested, and three new theorems concerning the development of biological systems are presented. Another three theorems concerning adjoint dynamical systems are proved. The connection of these results with the theory of organismic sets developed by Rashevsky (1966, 1967a-c, 1968a-c, 1969a-c, 1971a, b) is also investigated.
Cell Nucleus, Nuclear Transfer Techniques, Transplantation, Binding Sites, Cell Differentiation, Models, Biological, Kinetics, Fertilization, Female, General theory of categories and functors, General biology and biomathematics, Cell Division, Mathematics, Ovum
Cell Nucleus, Nuclear Transfer Techniques, Transplantation, Binding Sites, Cell Differentiation, Models, Biological, Kinetics, Fertilization, Female, General theory of categories and functors, General biology and biomathematics, Cell Division, Mathematics, Ovum
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