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Best approximation of reproducing kernels of spaces of analytic functions |
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| Authors: | V. V. Savchuk |
| Affiliation: | (1) Institute of Mathematics, Ukrainian Academy of Sciences, Kyiv |
| Abstract: | We obtain exact values for the best approximation of a reproducing kernel of a system of p-Faber polynomials by functions of the Hardy space Hq, p-1 + q-1 = 1 and a Szegö reproducing kernel of the space E2(Ω) in a simply connected domain Ωwith rectifiable boundary. |
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