2008
DOI: 10.1007/s11785-008-0054-1
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Meromorphic Factorization Revisited and Application to Some Groups of Matrix Functions

Abstract: Some properties and applications of meromorphic factorization of matrix functions are studied. It is shown that a meromorphic factorization of a matrix function G allows one to characterize the kernel of the Toeplitz operator with symbol G without actually having to previously obtain a WienerHopf factorization. A method to turn a meromorphic factorization into a Wiener-Hopf one which avoids having to factorize a rational matrix that appears, in general, when each meromorphic factor is treated separately, is al… Show more

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Cited by 7 publications
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