A generalization of Brezis-Browder’s fixed point theorem for set-valued functionsA generalization of Brezis-Browder’s fixed point theorem for set-valued functionsA generalization of Brezis-Browder’s fixed point theorem for set-valued functionsA gene

碩士 === 國立台北師範學院 === 數學暨資訊教育學系(含數學教育碩士班) === 93 === We consider the bounded above and upper semicontinuous functions on complete metric spaces. We establish some results about set-valued mapping, and apply them to established some fixed points of set-valued mapping, which are generalizations of those...

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Bibliographic Details
Main Authors:	Fu-Sheng Tang, 湯富勝
Other Authors:	Fu-Hsiang Wang
Format:	Others
Language:	zh-TW
Published:	2005
Online Access:	http://ndltd.ncl.edu.tw/handle/cqsp97

id	ndltd-TW-093NTPTC480008
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spelling	ndltd-TW-093NTPTC4800082019-05-15T19:37:42Z http://ndltd.ncl.edu.tw/handle/cqsp97 A generalization of Brezis-Browder’s fixed point theorem for set-valued functionsA generalization of Brezis-Browder’s fixed point theorem for set-valued functionsA generalization of Brezis-Browder’s fixed point theorem for set-valued functionsA gene 集合值函數觀點下Brezis-Browder's定點定理的推廣 Fu-Sheng Tang 湯富勝碩士國立台北師範學院數學暨資訊教育學系(含數學教育碩士班) 93 We consider the bounded above and upper semicontinuous functions on complete metric spaces. We establish some results about set-valued mapping, and apply them to established some fixed points of set-valued mapping, which are generalizations of those in Caristi [2]. Fu-Hsiang Wang 王富祥 2005 學位論文 ; thesis 11 zh-TW
collection	NDLTD
language	zh-TW
format	Others
sources	NDLTD
description	碩士 === 國立台北師範學院 === 數學暨資訊教育學系(含數學教育碩士班) === 93 === We consider the bounded above and upper semicontinuous functions on complete metric spaces. We establish some results about set-valued mapping, and apply them to established some fixed points of set-valued mapping, which are generalizations of those in Caristi [2].
author2	Fu-Hsiang Wang
author_facet	Fu-Hsiang Wang Fu-Sheng Tang 湯富勝
author	Fu-Sheng Tang 湯富勝
spellingShingle	Fu-Sheng Tang 湯富勝 A generalization of Brezis-Browder’s fixed point theorem for set-valued functionsA generalization of Brezis-Browder’s fixed point theorem for set-valued functionsA generalization of Brezis-Browder’s fixed point theorem for set-valued functionsA gene
author_sort	Fu-Sheng Tang
title	A generalization of Brezis-Browder’s fixed point theorem for set-valued functionsA generalization of Brezis-Browder’s fixed point theorem for set-valued functionsA generalization of Brezis-Browder’s fixed point theorem for set-valued functionsA gene
title_short	A generalization of Brezis-Browder’s fixed point theorem for set-valued functionsA generalization of Brezis-Browder’s fixed point theorem for set-valued functionsA generalization of Brezis-Browder’s fixed point theorem for set-valued functionsA gene
title_full	A generalization of Brezis-Browder’s fixed point theorem for set-valued functionsA generalization of Brezis-Browder’s fixed point theorem for set-valued functionsA generalization of Brezis-Browder’s fixed point theorem for set-valued functionsA gene
title_fullStr	A generalization of Brezis-Browder’s fixed point theorem for set-valued functionsA generalization of Brezis-Browder’s fixed point theorem for set-valued functionsA generalization of Brezis-Browder’s fixed point theorem for set-valued functionsA gene
title_full_unstemmed	A generalization of Brezis-Browder’s fixed point theorem for set-valued functionsA generalization of Brezis-Browder’s fixed point theorem for set-valued functionsA generalization of Brezis-Browder’s fixed point theorem for set-valued functionsA gene
title_sort	generalization of brezis-browder’s fixed point theorem for set-valued functionsa generalization of brezis-browder’s fixed point theorem for set-valued functionsa generalization of brezis-browder’s fixed point theorem for set-valued functionsa gene
publishDate	2005
url	http://ndltd.ncl.edu.tw/handle/cqsp97
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A generalization of Brezis-Browder’s fixed point theorem for set-valued functionsA generalization of Brezis-Browder’s fixed point theorem for set-valued functionsA generalization of Brezis-Browder’s fixed point theorem for set-valued functionsA gene

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