DECENTRALIZED OPTIMAL CONTROL WITH APPLICATION TO DYNAMIC ROUTING.

Document Type

Conference Proceeding

Publication Date

12-1-1982

Abstract

This paper considers the dynamic routing problem of computer communication networks in the framework of decentralized control theory. The routing dynamics can be described in terms of a state equation with multiple controllers. Sufficient conditions for optimality are derived for this system with a deterministic traffic pattern under a linear information structure and a quadratic performance index. The resulting control strategies are discussed with a number of information cases.

Identifier

0020227307 (Scopus)

First Page

293

Last Page

297

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