Factorization of Measurable Matrix Functions |
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Factorization of Measurable Matrix Functions G. S. Litvinchuk,I. M. Spitkovskii Limited preview - 2022 |
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According to Theorem admits a factorization algebra analytic assertion Banach algebra Banach space belongs boundary value problem bounded coincides Consequently continuous matrix functions contour Corollary defect numbers defined denote diagonal elements domain equal to zero equation equivalent exists factorable in Lp factorization factors factorization of G factorization problem finite formulae Fredholm Fredholm operators fulfilled function G G is factorable G₁ GOHBERG Hermitian matrix Hölder Hölder condition image of problem indices of G inequality integral invertible KRUPNIK L₂ Lemma Math matrix func matrix function non-degenerating non-negative obtain operator orthogonal p-factorability partial indices problem 9.1 proved relation representation Riemann boundary value right factorization satisfying scalar Section space SPITKOVSKIŤ subspace Theorem tion Toeplitz operators total index triangular matrix function tuple of partial unitary matrix vector functions АН ГрузССР ДАН СССР Изв матем Сообщ теории Украинск уравнений факторизации функций