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- W829723928 abstract "Let Z = be a finite or infinite sequence of (possibly repeated) points in the extended complex plane, > l (k = 1, 2 ,, n). By R(z) we denote the class of rational functions with poles among the points occuring in Z and of a maximal multi. plicity equal to the number of repetitions. Let (f, Z) be the best approximation error of the function f(z) by the functions of R(z) class in (0 2) spaces. Denoting , we obtained the following main result in this paper" @default.
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- W829723928 date "1995-01-01" @default.
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- W829723928 title "Best Approximation by Rational Functions with Fixed Poles in $H^{p}_{q}$(0 2) Spaces" @default.
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