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Pseudorational functions and H/sup ∞/ theory

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Proceedings of 1994 American Control Conference - ACC '94
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The H" optimization problem for a class of distributed parameter systems is studied. This class is called pseudorational, and is particularly in close relationship with Sarason's interpolation theorem. A general state space representation for Sarason's theorem is obtained. It is shown that for the case of the plant represented by a Blaschke product in this class, the optimal sensitivity computation is reduced to the limiting case of the Nevanlinna-Pick solutions. Notation and ConveFtions As

doi:10.1109/acc.1994.752339
fatcat:2ywxtn4itfcthhfp6dvbrfri5m