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Bergman Spaces and Related Topics in Complex Analysis: by Hadenmalm & Zhu Borichev

By Hadenmalm & Zhu Borichev

This quantity grew out of a convention in honor of Boris Korenblum at the get together of his eightieth birthday, held in Barcelona, Spain, November 20-22, 2003. The e-book is of curiosity to researchers and graduate scholars operating within the concept of areas of analytic functionality, and, specifically, within the thought of Bergman areas. This ebook is copublished with Bar-Ilan college (Ramat-Gan, Israel)

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Severo-Kavkazskyi Region, 2000, no. 3, 155–158, (Russian) [164] Multidimensional variant of G. Szeg˝o’s theorem on the limit spectral density of truncated Toeplitz operators. , Dep. 98, N2635-V98. RZh Matematika 1999, 1B744. (Russian) [165] Multidimensional variant of G. Szeg˝o’s theorem on the limit spectral density of truncated Toeplitz operators. , Dep. 98, N3165-V98. RZh Matematika 1999, 4B606. (Russian) [166] Multidimensional variant of G. Szeg˝o’s theorem on the limit spectral density of truncated Toeplitz operators.

11-13B, 75Dep. (Russian) [176] Lections on mathematical analysis. Part 1. Differential and integral calculation for the functions of one variable, Rostov-na-Donu: Rost. Gos. Universitet, 2001, 132p. (Russian) [177] Limit Szeg˝ o-type theorem for perturbed Toeplitz matrixes, Rostov-na-Donu, 2001. Dep. 01, N1425-V2001. 30p. 02-13, 291DEP. N. Zabroda) Collective asymptotic spectral behavior of linear truncated generalized one-dimensional discrete convolution type operator. II. Rostov-naDonu, 2001, Dep.

RZh Matematika 1997, 5B689. , Dep. 96, N3810-V96. RZh Matematika 1997, N6B363. (Russian) Traces of W12 -functions on Lipschitz lines, Rostov-na-Donu, 1997, 47p. Dep. 97, N896-V97. RZh Matematika 1997, 11B65. M. A. Stukopin) Local analysis of singular operators with piecewise-continuous coefficients on compound contour. II. Homotopy classification 24 Introduction and calculation of index of families, Don. Gos. , Dep. 97, N2495-V97. RZh Matematika 1998, 2B810. V. V. Marchenko) Differential equation for determinant of integral Fredholm operator of second type and its applications, Rostov-na-Donu, 1997, 14p, Dep.

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