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Applicable Analysis
An International Journal
Volume 16, 1983 - Issue 3
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Original Articles

A sign characteristic for selfadjoint meromorphic matrix functions

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Pages 165-185 | Published online: 10 May 2007

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Read on this site (3)

André C. M. Ran & Leiba Rodman. (1991) On symmetric factorizations of rational matrix functions. Linear and Multilinear Algebra 29:3-4, pages 243-261.
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A. C. M. Ran & L. Rodman. (1987) Stable real invariant semidefinite subspaces and stable factorizations of symmetric rational matrix functions. Linear and Multilinear Algebra 22:1, pages 25-55.
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I. Gohberg, P. Lancaster & L. Rodman. (1985) Perturbation of analytic hermitian matrix functions. Applicable Analysis 20:1-2, pages 23-48.
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Articles from other publishers (8)

Christian Mehl, Volker Mehrmann, André C.M. Ran & Leiba Rodman. (2012) Perturbation theory of selfadjoint matrices and sign characteristics under generic structured rank one perturbations. Linear Algebra and its Applications 436:10, pages 4027-4042.
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Leiba Rodman. (2006) Similarity vs unitary similarity and perturbation analysis of sign characteristics: Complex and real indefinite inner products. Linear Algebra and its Applications 416:2-3, pages 945-1009.
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I. Gohberg & H. Langer. 2002. Linear Operators and Matrices. Linear Operators and Matrices 9 19 .
P. Lancaster & L. Rodman. (1995) Minimal symmetric factorizations of symmetric real and complex rational matrix functions. Linear Algebra and its Applications 220, pages 249-282.
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A. C. M. Ran & L. Rodman. (1989) Semidefinite perturbations of analytic Hermitian matrix functions. Integral Equations and Operator Theory 12:5, pages 739-745.
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A.C.M Ran & L Rodman. (1988) A matricial boundary value problem which appears in the transport theory. Journal of Mathematical Analysis and Applications 130:1, pages 200-222.
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I Gohberg, P Lancaster & L Rodman. (1986) Quadratic matrix polynomials with a parameter. Advances in Applied Mathematics 7:3, pages 253-281.
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A.C.M. Ran & L. Rodman. (1984) Stability of invariant maximal semidefinite subspaces. II. applications: Self-adjoint rational matrix functions, Algebraic Riccati equations. Linear Algebra and its Applications 63, pages 133-173.
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