Stability of the procedure of explicit recovery of skew-selfadjoint Dirac systems from rational Weyl matrix functions
Copyright policy )Stability of the procedure of explicit recovery of skew-selfadjoint Dirac systems from rational Weyl matrix functions
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- Leipzig University Germany
- University of Vienna Austria
rational matrix function, 101002 Analysis, Algebraic Riccati equation, Inverse problems in linear algebra, Matrix exponential and similar functions of matrices, skew-selfadjoint Dirac system, Minimal realization, explicit solution, DISCRETE, Weyl function, Matrix equations and identities, 101001 Algebra, stability, Discrete Dirac system, discrete Dirac system, minimal realization, Skew-selfadjoint Dirac system, Rational matrix function, Explicit solution, Inverse problem, Minimal systems representations, inverse problem, algebraic Riccati equation, Stability, INVERSE PROBLEMS, CANONICAL SYSTEM
rational matrix function, 101002 Analysis, Algebraic Riccati equation, Inverse problems in linear algebra, Matrix exponential and similar functions of matrices, skew-selfadjoint Dirac system, Minimal realization, explicit solution, DISCRETE, Weyl function, Matrix equations and identities, 101001 Algebra, stability, Discrete Dirac system, discrete Dirac system, minimal realization, Skew-selfadjoint Dirac system, Rational matrix function, Explicit solution, Inverse problem, Minimal systems representations, inverse problem, algebraic Riccati equation, Stability, INVERSE PROBLEMS, CANONICAL SYSTEM
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