Weakly Compatible Maps in Complex Valued Metric Spaces and an Application to Solve Urysohn Integral Equation

Manoj Kumar; Pankaj Kumar; Sanjay Kumar; Serkan Araci

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Weakly Compatible Maps in Complex Valued Metric Spaces and an Application to Solve Urysohn Integral Equation

机译：复数值度量空间中的弱相容映射及其在求解Urysohn积分方程中的应用

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来源
《Filomat》 |2016年第10期|共页
作者
Manoj Kumar; Pankaj Kumar; Sanjay Kumar; Serkan Araci;
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中图分类数学;
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5. An efficient and high-order accurate boundary integral solver for the Stokes equations in three dimensional complex geometries. [D] . Ying, Lexing. 2004

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6. Fixed Point Theorems for Generalized α-β-Weakly Contraction Mappings in Metric Spaces and Applications [O] . Abdul Latif, Chirasak Mongkolkeha, Wutiphol Sintunavarat -1

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7. Weakly compatible and quasi-contraction results in fuzzy cone metric spaces with application to the Urysohn type integral equations [O] . Shamoona Jabeen, Saif Ur Rehman, Zhiming Zheng, 2020

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Weakly Compatible Maps in Complex Valued Metric Spaces and an Application to Solve Urysohn Integral Equation

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