This article is cited in 1 paper

Deterministic Systems

Bottleneck stability in path problems

E. N. Gordeev^a, K. Kh. Mamutov<sup>b

a</sup> Moscow
^b Alma-Ata

Abstract: Path problems are considered with a minimal functional which are determined on a space of rectangular matrices which specify numerical parameters. Numerous constraints imposed on the norm in this space define a fairly wide range of normalizing techniques to be used in discrete-time optimization problems. The stability of solutions to such problems is studied. Formulae and estimates are obtained for the stability radius.

UDC: 62-505.32:62-504


Received: 27.10.1986

 English version: Automation and Remote Control, 1988, 49:1, 34–40

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