Topics in interpolation theory
The articles of this volume will be reviewed individually. Indexed articles: \textit{Livšic, Moshe; Arov, Damir Zyamovich; Sakhnovich, Lev Aronovich; Nudelman, Adolf Abramovich; Dubovoj, Vladimir Kirillovich; Katsnelson, Victor Emanuelovich}, Vladimir Petrovich Potapov as remembered by colleagues, friends and former students, 1-18 [Zbl 0918.01035] \textit{Akhiezer, N. I.}, On a minimum problem in function theory and the number of roots of an algebraic equation inside the unit disc, 19-35 [Zbl 0922.30029] \textit{Alpay, D.; Bolotnikov, V.}, On tangential interpolation in reproducing kernel Hilbert modules and applications, 37-68 [Zbl 0931.46024] \textit{Dijsksma, Aad; Langer, Heinz}, Notes on a Nevanlinna-Pick interpolation problem for generalized Nevanlinna functions, 69-91 [Zbl 0933.47024] \textit{Dubovoj, V. K.}, The indefinite metric in the Schur interpolation problem for analytic functions. IV, 93-104 [Zbl 0929.47005] \textit{Dym, Harry; Freydin, Boris}, Bitangential interpolation for upper triangular operators, 105-142 [Zbl 0951.47014] \textit{Dym, Harry; Freydin, Boris}, Bitangential interpolation for triangular operators when the Pick operator is strictly positive, 143-164 [Zbl 0951.47015] \textit{Dyukarev, Yu. M.}, Integral representations of a pair of nonnegative operators and interpolation problems in the Stieltjes class, 165-184 [Zbl 0928.47007] \textit{Ginzburg, Yu. P.}, On recovering a multiplicative integral from its modulus, 185-193 [Zbl 0930.47009] \textit{Golinskii, Leonid}, On Schur functions and Szegő orthogonal polynomials., 195-203 [Zbl 1126.30310] \textit{Golinskii, Leonid; Mikhailova, Irina}, Hilbert spaces of entire functions as a \(J\) theory subject., 205-251 [Zbl 1126.30308] \textit{Katsnelson, V. E.}, On transformations of Potapov's fundamental matrix inequality, 253-281 [Zbl 0926.30022] \textit{Katsnelson, V. E.; Kheifets, A. Ya.; Yuditskii, P. M.}, An abstract interpolation problem and the extension theory of isometric operators, 283-298 [Zbl 0948.41003] \textit{Katsnelson, V. E.; Kirstein, B.}, On the theory of matrix-valued functions belonging to the Smirnov class, 299-350 [Zbl 0921.30023] \textit{Kovalishina, I. V.}, Integral representation of functions of class \({\mathcal K}_a\), 351-359 [Zbl 0924.47019] \textit{Krein, M. G.}, On the theory of entire matrix-functions of exponential type, 361-371 [Zbl 0956.30015] \textit{Kupin, Stas; Yuditskii, Peter}, Analogs of the Nehari and Sarason theorems for character-automorphic functions and some related questions, 373-390 [Zbl 0947.30026] \textit{Livšic, M. S.}, The Blaschke-Potapov factorization theorem and the theory of nonselfadjoint operators, 391-396 [Zbl 0953.47006] \textit{Mikhailova, Irina V.}, Weyl matrix circles as a tools for uniqueness in the theory of multiplicative representation of \(J\)-inner matrix functions, 397-417 [Zbl 0955.30029] \textit{Mikhailova, I. V.; Potapov, V. P.}, On a criterion of positive definiteness, 419-451 [Zbl 0921.42006] \textit{Russakovskij, E.}, Matrix boundary value problems with eigenvalue dependent boundary conditions (the linear case), 453-462 [Zbl 0922.34011] \textit{Sakhnovich, L. A.}, Weyl-Titchmarsh functions of the canonical periodical system of differential equations, 463-479 [Zbl 0923.34072] \textit{Smirnov, Vladimir I.}, On boundary values of functions regular in a disk, 481-494 [Zbl 0939.30023]
scientific article; zbMATH DE number 1040321