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IMA Journal of Mathematical Control and Information 1995 12(4):331-346; doi:10.1093/imamci/12.4.331
© 1995 by Institute of Mathematics and its Applications
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Analytic constraints and realizability for analytic input-output operators

YUAN WANG

Mathematics Department, Florida Atlantic University Baca Raton, FL 33431

For input-output (i-o) operators, an equivalence is shown between realizability by state-space systems and the existence of analytic constrainsts on higher-order derivatives of i-o signals. This provides a precise characterization of realizability, extending to the general analytic case the previous work that dealt with the equivalence between algebraic realizability and algebraic i-o equations.


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