部分度量空间中广义caristi收缩的不动点结果

International journal of pure and applied mathematics Pub Date : 2020-05-21 DOI:10.12732/ijam.v33i2.3

D. R. Prasad, G. Kishore, V. Bhagavan

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引用次数: 0

摘要

偏度量的概念是由Matthews[14]作为流网络指称语义研究的一部分提出的。事实上，在计算理论和计算机领域理论中，偏度量在模型的发展中起着非常重要的作用。本文利用广义Caristi型收缩给出了一些公共不动点结果。学科分类:22E46, 53C35, 57S20

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SOME FIXED POINT RESULTS VIA GENERALIZED CARISTI CONTRACTIONS IN PARTIAL METRIC SPACES

The concept of partial metric was initiated by Matthews [14] as a part of study of denotational semantics of flow networks. In fact, the partial metric plays a very important role in development of models in theory of computation and computer domain theory. In this paper we provide some common fixed point results by using generalized Caristi type contraction. AMS Subject Classification: 22E46, 53C35, 57S20

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International journal of pure and applied mathematics

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