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On Pointwise Approximation of Conjugate Functions by Some Hump Matrix Means of Conjugate Fourier Series

机译:用共轭傅里叶级数的一些驼峰矩阵手段求共轭函数的点逼近

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摘要

The results generalizing some theorems onN, pnE, γsummability are shown. The same degrees of pointwise approximation as in earlier papers by weaker assumptions on considered functions and examined summability methods are obtained. From presented pointwise results, the estimation on norm approximation is derived. Some special cases as corollaries are also formulated.
机译:显示了推广有关N,pnE,γ可和性的一些定理的结果。通过对考虑的函数和检验的可加性方法的较弱假设,获得了与早期论文相同程度的逐点逼近度。从给出的逐点结果中,可以得出范数近似的估计。还推论出一些特殊情况。

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