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- W1920991567 abstract "The possible unknown behaviour of a reactive system may not be fully understood but it may be modelled in an information system. The relationship between a system and its model can be constructed through a series of stages showing the correlation between arrows in the system and in the model. Such a diagram is formal where the system and the model are 2-cell categories and the mappings between the system and the model are adjunctions. Such mappings can be built up using basic arrow constructions or given in a more abstract form in terms of freeness and co-freeness. The adequacy of a model as a representation of a natural system is discussed in terms of mapping properties such as reflection, isomorphism and adjoint equivalence. The circumstances for the model being anticipatory are considered." @default.
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- W1920991567 date "2004-01-01" @default.
- W1920991567 modified "2023-09-27" @default.
- W1920991567 title "Information systems and the theory of categories: is every model an anticipatory system?" @default.
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