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Slow Approximation with Convolution Operators

机译:卷积算子的慢近似

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In this paper it is proved that the class B of functions beta with which the convolution operators (U sub rho) are constructed contains elements such that if f belongs to a certain class M and if (f double prime) (x) exists, the rate of approximation of f(x) by ((U sub rho)f)(x) (rho approaches infinity) is very small.

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