A FIXED POINT THEOREM FOR DECREASING OPERATORS WITH ITS APPLICATIONS

A FIXED POINT THEOREM FOR DECREASING OPERATORS WITH ITS APPLICATIONS

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摘要 Let operator A:P→P, where P is a cone in real Banach space E. A is called decreasing, if θ≤x≤y implies Ax≥Ay, where θ denotes the null-element of E. A is called condensing, if it is continuous and bounded. And, for

作者郭大钧

机构地区 Shandong University

出处《Chinese Science Bulletin》 SCIE EI CAS 1985年第11期1552-1553,共2页

关键词 implies DECREASING UNIFORMLY SUPPOSE 九二

分类号 O1 [理学—基础数学]

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Chinese Science Bulletin

1985年第11期

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A FIXED POINT THEOREM FOR DECREASING OPERATORS WITH ITS APPLICATIONS

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