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AN AXIOMATIC THEORY OF GENERAL SYSTEMS

Autor: T G Windeknecht; CASE WESTERN RESERVE UNIV CLEVELAND OHSYSTEMS RESEARCH CENTER.
Editorial: Ft. Belvoir Defense Technical Information Center JAN 1967.
Edición/Formato:   Libro-e : Inglés (eng)
Base de datos:WorldCat
Resumen:
The paper presents a formalization of the principal concepts of the block diagram approach in systems theory using set theory. The development is axiomatic. Starting from Mesarovic's notion of a general system as an n-ary relation, (i) the concept of time is introduced (ii) multi-variable input-output systems are formalized and (iii) the evolution of such systems in time is studied both with and without the property  Leer más
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Tipo de material: Recurso en Internet
Tipo de documento: Recurso en Internet
Todos autores / colaboradores: T G Windeknecht; CASE WESTERN RESERVE UNIV CLEVELAND OHSYSTEMS RESEARCH CENTER.
Número OCLC: 227466123
Notas: Presented at the Systems Science and Cybernetics Conference, IEEE, Boston, MA. October 11-13, 1967.
Descripción: 28 p.

Resumen:

The paper presents a formalization of the principal concepts of the block diagram approach in systems theory using set theory. The development is axiomatic. Starting from Mesarovic's notion of a general system as an n-ary relation, (i) the concept of time is introduced (ii) multi-variable input-output systems are formalized and (iii) the evolution of such systems in time is studied both with and without the property of non-anticipation. It is demonstrated in the latter case that the concept of state naturally arises.

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