On a Weyl Multiplier for Multiple Fourier Series

dc.contributor.author	陳昭地	zh_tw
dc.date.accessioned	2014-10-27T15:26:39Z
dc.date.available	2014-10-27T15:26:39Z
dc.date.issued	1983-06-??	zh_TW
dc.description.abstract	本文主旨在於探討n維平方可積函數空間L2（Tn）上之完全單範直交系統之Weyl乘子問題。我們提出一些滿足算子不等式之系統的一個Weyl乘子，特別地，這個結果推廣了吾人在多重三角或Walsh系統的兩個結果，並有助於一般多重系統的Weyl乘子之解決。	zh_tw
dc.description.abstract	The purpose of this article is to explore a Weyl multiplier for the multiple Fourier series of a certain class of complete orthnormal system. It contains our previous results for a sufficient condition of almost everywhere convergence of the rectangular partial sums for both cases of multiple trignomertric-Fourier series and multiple bounded generalized Walsh-Fourier series.	en_US
dc.identifier	EAACD7D1-724C-F731-99E1-5E577B648E35	zh_TW
dc.identifier.uri	http://rportal.lib.ntnu.edu.tw/handle/20.500.12235/17824
dc.language	英文	zh_TW
dc.publisher	國立臺灣師範大學研究發展處	zh_tw
dc.publisher	Office of Research and Development	en_US
dc.relation	(28)，545-551	zh_TW
dc.relation.ispartof	師大學報	zh_tw
dc.subject.other	Wey1乘子	zh_tw
dc.subject.other	多重富氏級數	zh_tw
dc.title	On a Weyl Multiplier for Multiple Fourier Series	zh-tw
dc.title.alternative	多重富氏級數的一個Weyl乘子	zh_tw

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