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Integral Representations and Applications by Klaus W. Roggenkamp

By Klaus W. Roggenkamp

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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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