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Thesis
Cesaro求和法的Tauberian型定理
葉荊東
Masters, National Tsing Hua University
1991
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Abstract
求和法定理
條件(1.2) 將被証明是關於Cesaro, Holder及Riesz 求和法之Tauberian 型定理的充分條件是一個關於三角級數的更一般性結果,推廣了陳璋泡,Tauber 和 Hardy-Littlewood的結果,條件(1.2) 敘述如下: __ k(1.2) │im > │△ g│=0h→∞ ▔▔其中λ>1,而且k {0}U
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Title
Cesaro求和法的Tauberian型定理
Translated title
Cesaro求和法的Tauberian型定理
Creators
葉荊東 (Author)
Contributors
陳璋泡 (Advisor)
Awarding Institution
National Tsing Hua University; Masters
Theses and Dissertations
Masters, National Tsing Hua University
Resource Type
Thesis
Language
English
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