Operator theory, systems theory and scattering theory: multidimensional generalizations (Q1769964)
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scientific article; zbMATH DE number 2152352
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| English | Operator theory, systems theory and scattering theory: multidimensional generalizations |
scientific article; zbMATH DE number 2152352 |
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Operator theory, systems theory and scattering theory: multidimensional generalizations (English)
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5 April 2005
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The articles of this volume will be reviewed individually. Indexed articles: \textit{Ball, Joseph A.; Vinnikov, Victor}, Functional models for representations of the Cuntz algebra, 1-60 [Zbl 1092.47012] \textit{Banks, Troy Vernon; Constantinescu, Tiberiu; Johnson, Joel L.}, Relations on non-commutative variables and associated orthogonal polynomials, 61-90 [Zbl 1075.42008] \textit{Bessmertnyĭ, M.}, Functions of several variables in the theory of finite linear structures. I: Analysis, 91-106 [Zbl 1097.94034] \textit{Eidelman, Samuil D.; Krasnov, Yakov}, Operator method for solution of PDEs based on their symmetries, 107-137 [Zbl 1100.35005] \textit{Kalyuzhnyĭ-Verbovetzkiĭ, Dmitry}, On the Bessmertnyĭ class of homogeneous positive holomorphic functions on a product of matrix halfplanes, 139-164 [Zbl 1098.47011] \textit{Katsnelson, Victor; Volok, Dan}, Rational solutions of the Schlesinger system and isoprincipal deformations of rational matrix functions. II, 165-203 [Zbl 1134.34058] \textit{Luna-Elizarrarás, M. Elena; Shapiro, Michael}, Preservation of the norms of linear operators acting on some quaternionic function spaces, 205-220 [Zbl 1090.47005] \textit{Muhly, Paul S.; Solel, Baruch}, Hardy algebras associated with \(W^*\)-correspondences (point evaluation and Schur class functions), 221-241 [Zbl 1101.46048] \textit{Putinar, Mihai}, Notes on generalized lemniscates, 243-266 [Zbl 1089.47019] \textit{Reurings, M. C. B.; Rodman, L.}, One-sided tangential interpolation for Hilbert--Schmidt operator functions with symmetries on the bidisk, 267-300 [Zbl 1091.47014] \textit{Szafraniec, Franciszek Hugon}, Favard's theorem modulo an ideal, 301-310 [Zbl 1076.42020]
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