Approximation theory and function series. Proceedings of the international conference dedicated to Károly Tandori on his 70th birthday, Budapest, Hungary, August 21--25, 1995 (Q2564772)
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| Language | Label | Description | Also known as |
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| English | Approximation theory and function series. Proceedings of the international conference dedicated to Károly Tandori on his 70th birthday, Budapest, Hungary, August 21--25, 1995 |
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Approximation theory and function series. Proceedings of the international conference dedicated to Károly Tandori on his 70th birthday, Budapest, Hungary, August 21--25, 1995 (English)
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20 January 1997
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The articles of this volume will be reviewed individually. Indexed articles: \textit{Móricz, Ferenc}, On the scientific work of Károly Tandori, 7-34 [Zbl 0860.01030] \textit{Korevaar, J.}, Fekete extreme points and related problems, 35-62 [Zbl 0870.31007] \textit{Leviatan, D.}, Shape preserving approximation by polynomials and splines, 63-84 [Zbl 0863.41003] \textit{Lubinsky, D. S.}, Jackson and Bernstein theorems for exponential weights, 85-115 [Zbl 0869.41011] \textit{Mastroianni, G.}, Boundedness of Lagrange operator in some functional spaces. A survey, 117-139 [Zbl 0863.41001] \textit{Nikolskij, S. M.}, Approximation on manifolds given by trigonometric polynomials, 141-150 [Zbl 0869.41004] \textit{Andrienko, V. A.}, Approximation by rectangular partial sums, 151-161 [Zbl 0862.42020] \textit{Bagota, M.}, On the order of magnitude of double Fourier transforms, 163-174 [Zbl 0885.42007] \textit{Diethelm, K.}, Definite quadrature formulae for Cauchy principal value integrals, 175-186 [Zbl 0860.41028] \textit{Ehrich, S.; Mastroianni, G.}, On generalized Stieltjes polynomials and Lagrange interpolation, 187-203 [Zbl 0863.41002] \textit{Förster, K.-J.}, Comparison theorems for the variance of quadrature formulas, 205-214 [Zbl 0861.65013] \textit{Papp, K. F.}, Lebesgue integrability theorems for multiple trigonometric series, 215-225 [Zbl 0873.42006] \textit{Horová, I.}, Gegenbauer polynomials, optimal kernels and Stancu operators, 227-235 [Zbl 0864.41019] \textit{Kivinukk, A.}, Subordination in Fourier approximation by generalized Rogosinski means and its applications, 237-245 [Zbl 0862.42002] \textit{Li, Zh.-K.}, Approximation of the Jacobi-Weyl class of functions by the partial sums of Jacobi expansions, 247-258 [Zbl 0870.41017] \textit{Malkowsky, E.}, Linear operators in certain BK spaces, 259-273 [Zbl 0861.40007] \textit{Móricz, Ferenc}, The maximal Fejér operator on the spaces \(H^1\) and \(L^1\), 275-292 [Zbl 0907.47022] \textit{Pintér, F.; Nevai, P.}, Schur functions and orthogonal polynomials on the unit circle, 293-306 [Zbl 0866.30010] \textit{Schipp, F.; Szili, L.}, Approximation in \(\mathcal{H}^ \infty\)-norm, 307-320 [Zbl 0866.41017] \textit{Stokolos, A. M.}, On differentiation of integrals with respect to bases of convex sets, 321-332 [Zbl 0886.28002] \textit{Underhill, B.; Varma, A. K.}, On a convergent \((0,1,3,4)\) interpolation process, 333-352 [Zbl 0864.41005] \textit{Weisz, F.}, Hardy spaces and Cesàro means of two-dimensional Fourier series, 353-367 [Zbl 0866.42019]
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Approximation theory
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Function series
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Proceedings
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Conference
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Budapest (Hungary)
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Dedication
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