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A state-space formulation for optimal Hankel-norm approximations
40
Citations
4
References
1981
Year
Numerical AnalysisMathematical ProgrammingEngineeringInterpolation SpaceContinuous OptimizationCrucial Extension TheoremOptimization ProblemState-space ParametersState-space SettingSemidefinite ProgrammingApproximation MethodFunctional AnalysisState-space FormulationApproximation TheoryConstructive Approximation
The optimal Hankel-norm approximation problem studied in [1] is reformulated in a state-space setting. The crucial extension theorem is reestablished in this framework. The minimal degree optimal approximation is then derived in terms of state-space parameters
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