On A Characterization of Compactness and the Abel-Poisson Summability of Fourier Coefficients In Banach Spaces

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On A Characterization of Compactness and the Abel-Poisson Summability of Fourier Coefficients In Banach Spaces

机译：Banach空间中傅立叶系数的紧性和Abel-Poisson可和性的刻画

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《Filomat 》 |2016年第4期| 共页
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Seda #214zt#252rk;
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2. Fourier series with coefficients in a Banach space [J] . Pollard Harry Bulletin of the American Mathematical Society . 1944 ,第8期

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3. Convergence in mean of weighted sums of {an,k}-compactly uniformly integrable random elements in Banach spaces [J] . M. Ordó?ezCabrera International journal of mathematics and mathematical sciences . 1997 ,第3期

机译：Banach空间中{an，k}-一致均匀可积分随机元素的加权和平均值的收敛
4. Some compactness tests in Banach spaces by Cesaro means of Fourier coefficients [C] . Seda ?ztürk International Conference on Advancements in Mathematical Sciences . 2015

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On A Characterization of Compactness and the Abel-Poisson Summability of Fourier Coefficients In Banach Spaces

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