Perfect Vector Sequencing Theory and Its Applications for System Modeling. Oresta Bandyrska, Marta Talan, Volodymyr Riznyk

Abstract. This paper consider research of systems engineering for improving the quality indices of technological, economical and others systems with respect to performance reliability and resolving ability, using novel design based on the Perfect Vector Sequencing theory. The ordered chain approach to the study of elements and events is known to be of widespread applicability for system modeling, when applied to the problem of finding the optimal arrangement of structural elements in a distributed information or technological system. We propose development of the scientific basis for technologically optimum distributed systems theory, namely the Perfect Vector Sequencing Theory, based on a new conceptual model of the multidimensional systems, and the generalization of the theory and combinatorial techniques to the improvement and structural optimization of larger class of technological problems.

Keywords. System modeling, perfect vector sequencing theory, structural optimization, multidimensional system, technologically optimum distributed systems theory.

References.
1. Golomb S.W. Applications of Combinatorial Mathematics to Communication Signal Design. Proceedings of the IAM Conference on Applications of Combinatorial Mathematics, London, U.K., 1995.
2. Tadao Nakamura, Masatsugu Hashimoto, Geng Chun and Nario Izumi, Visual Architecture, INFORMATION 4500, Vol. 6, No. 2, 2003, pp. 215-230.
3. Riznyk M., Riznyk V. Manufacturing system Based on Perfect Distribution Phenomenon, Proceedings of the SPIE, 2000, Vol.4192, pp.364-367, Boston, USA.

Last modified by anonymous on 11/02/08 23:50:03 (16 months ago)

Attachments