φ-Derivations on Strongly Double Triangle Subspace Lattice Algebras

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作者：
Yong Feng PANG Wei YANG Hong Ke DU Department of MathematicsSchool of ScienceXian University of Architecture and TechnologyShaanxi PRChinaCollege of Mathematics and Information ScienceShaanxi Normal UniversityShaanxi PRChina [1 ,1 ,2 ,1 ,710055 ,2 ,710062 ]
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来源：
数学研究与评论 | 2011年 / 31卷 / 04期
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中图分类号：
O177.2 [巴拿赫空间及其线性算子理论];
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摘要：
Let D = {{0},K,L,M,X } be a strongly double triangle subspace lattice on a non- zero complex reflexive Banach space X ,which satisfies that one of three sums K + L,L + M and M + K is closed.It is shown that local φ-derivations and φ-derivations at zero point on AlgD are generalized φ-derivations.
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页码：721 / 726
页数：6
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