Abstract
The prime objective of the paper is to extend the conventional algebraic control system design from rational to the meromorphic functions. By adopting a Youla-like affine parameterization and by introducing the ring of retarded quasi-polynomial meromorphic functions the algebraic approach is opened to the design of linear time delay control systems. Particularly the issues of parameterized set of stabilizing controllers and their causality and disturbance rejection are the main points addressed in the paper.
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