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For system modeling we use two levels of abstraction: the logical structure (F, E(C), C) and algorithms on it in logical time, and the physical model structure (PROD, TRANS(ROUTE), ROUTE) for a model time T, being a subset of the set of intervals on R, the set of real numbers. PROD is a family of input-output objects modeling production modules, plants, processors of certain types. To PROD corresponds...
Presented is a framework for mathematical representation of knowledge, using set theoretical and algebraic structures. The basic concepts are generalized relations with valuated elements, decomposed into input-output parts, defining binary "knowledge modules", the output parts depending on the input parts, the dependences given either explicity or constructively as a result of "rule"...
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