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L^p integrability of trigonometric series with special varying coefficients
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作者 WEI Bao-rong 《Applied Mathematics(A Journal of Chinese Universities)》 SCIE CSCD 2009年第4期402-410,共9页
Very recently, Yu, Le and Zhou introduced the so called △B1^* and △B2^* conditions, which are generalizations of the monotone condition. By applying these two new conditions, the author essentially generalizes the... Very recently, Yu, Le and Zhou introduced the so called △B1^* and △B2^* conditions, which are generalizations of the monotone condition. By applying these two new conditions, the author essentially generalizes the classical results of Chen on the necessary and sufficient conditions of the Lp integrability of trigonometric series. In fact, the present paper gives the first result on the necessary and sufficient conditions of the Lp integrability of trigonometric series, where coefficients may have different signs. 展开更多
关键词 L^p integrability trigonometric series special varying coefficients
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