Titlebook: Inconsistent Mathematics; Chris Mortensen Book 1995 Springer Science+Business Media B.V. 1995 Arithmetic.Mathematica.artificial intelligen

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Category Theory,al problems in category theory are well-summarised in Hatcher [15] pp.255–260, though he does not consider paraconsistency. The situation seems to be somewhat similar to that in the foundations of set theory, which is hardly surprising. A distinction can be made between large and small categories, t

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Closed Set Sheaves and Their Categories,ave been defined over closed sets first before the more usual definition over open sets, there are a number of other reasons for developing the theory of sheaves over closed sets. First of all having a base topology of closed sets gives us a working concept of boundary that does not exist for the op

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Chris Mortensen are contained in the four corresponding sections of the book. Mathematical expressions for the theory of complexity as a fundamental method along with realistic examples for application of systematic methods provide the reader with ready access to the latest topics in complex systems.978-4-431-66864-0978-4-431-66862-6

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Chris Mortensenapter also reviews results involving applications of complex networks to other relevant socioeconomic issues, including results for opinion and citation networks. Finally, some avenues for future research are introduced before summarizing the main conclusions of the chapter.