A GENERALIZATION OF A FIXED POINT THEOREM DUE TO HITZLER AND SEDA IN DISLOCATED QUASI-METRIC SPACES

F.M. Zeyada; G.H. Hassan; M.A. Ahmed

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A GENERALIZATION OF A FIXED POINT THEOREM DUE TO HITZLER AND SEDA IN DISLOCATED QUASI-METRIC SPACES

机译：散乱拟度量空间中基于Hitzler和SEDA的不动点定理的推广。

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摘要

Clearly any d-metric space is dq-metric space. Thus Theorem 2.1 is a generalization of Theorem 1.1. Remark 2.2. Since any partial metric is a d-metric, so Theorem 2.1 holds in a partial metric space.

机译：显然，任何d-metric空间都是dq-metric空间。因此，定理2.1是定理1.1的推广。备注2.2。由于任何局部度量都是d度量，因此定理2.1保持在局部度量空间中。

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《Arabian Journal for Science and Engineering. Section A, Sciences》 |2006年第1a期|p.111-114|共4页
作者
F.M. Zeyada; G.H. Hassan; M.A. Ahmed;
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作者单位

Department of Mathematics, Faculty of Science Assiut University, Assiut 71516 Egypt;

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收录信息美国《科学引文索引》(SCI);
原文格式 PDF
正文语种 eng
中图分类自然科学总论;
关键词
complete dislocated quasi-metric; contraction; fixed point;

机译：完全脱位准度量;收缩;不动点;

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A GENERALIZATION OF A FIXED POINT THEOREM DUE TO HITZLER AND SEDA IN DISLOCATED QUASI-METRIC SPACES

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