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Infinite-dimensional Sylvester equations: Basic theory and application to observer design

Zbigniew Emirsajłow — 2012

International Journal of Applied Mathematics and Computer Science

This paper develops a mathematical framework for the infinite-dimensional Sylvester equation both in the differential and the algebraic form. It uses the implemented semigroup concept as the main mathematical tool. This concept may be found in the literature on evolution equations occurring in mathematics and physics and is rather unknown in systems and control theories. But it is just systems and control theory where Sylvester equations widely appear, and for this reason we intend to give a mathematically...

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