A Survey of the Salamon-Weiss Class of Well-posed Linear Systems

Ruth F. CURTAIN

doi:10.11499/sicejl1962.35.12_915

著者情報

キーワード: infinite-dimensional systems, partial differential equations, delay equations, well-posed linear systems, regular linear systems

ジャーナルフリー

1996 年 35 巻 12 号 p. 915-922

DOI https://doi.org/10.11499/sicejl1962.35.12_915

詳細

抄録

The class of well-posed infinite-dimensional linear systems considered in this paper was introduced by Salamon and Weiss in the 80's. The aim was to provide an axiomatic framework to formulate and solve control problems for systems described by delay and partial differential equations. In this article, this class and its system theoretic properties are described, and an overview of applications of this approach to solving a variety of control problems is given.

責任著者(Corresponding author)

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