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Coupled common fixed point results involving a (φ,ψ)-contractive condition for mixed g-monotone operators in partially ordered metric spaces

机译：部分有序度量空间中混合g-单调算子具有（φ，ψ）压缩条件的耦合公共不动点结果

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Manish Jain; Kenan Tas; Sanjay Kumar; Neetu Gupta;
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年度 2012
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1. Coupled common fixed point results involving a ( φ , ψ ) -contractive condition for mixed g -monotone operators in partially ordered metric spaces [J] . Manish Jain, Kenan Tas, Sanjay Kumar, Journal of inequalities and applications . 2012,第1期

机译：部分有序度量空间中混合g-单调算子具有（φ，ψ）压缩条件的公共不动点耦合结果
2. Coupled common fixed point results involving a ( φ , ψ ) -contractive condition for mixed g -monotone operators in partially ordered metric spaces [J] . Manish Jain, Kenan Tas, Sanjay Kumar, Journal of inequalities and applications . 2012,第1期

机译：部分有序度量空间中混合g-单调算子具有（φ，ψ）压缩条件的公共不动点耦合结果
3. Quadruple fixed point theorems under (varphi,psi)-contractive conditions in partially ordered G-metric spaces with mixed g-monotone property [J] . J. Chen, X. Huang The Journal of Nonlinear Sciences and its Applications . 2015,第4期

机译：具有混合g-单调性质的部分有序G-度量空间中（varphi，psi）压缩条件下的四重不动点定理
4. Common Coupled Fixed Point Theorems of Mixed Monotone Mapping Pairs in Partially Ordered Metric Spaces [C] . Hu, Xinqi, Zhu, Fenxiu International Conference on Computational Intelligence and Software Engineering;CiSE 2009 . 2009

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5. Identifying and prioritizing critical success factors for Fixed Base Operators in the United States: A mixed method approach [D] . Wang, Yu 2016

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6. Common coupled fixed point theorems satisfying rational type contractive conditions in b-metric spaces [O] . Muhammad Sarwar, Saddam Hussain, Panda Sumati Kumari -1

机译：b-度量空间中满足有理类型收缩条件的公共耦合不动点定理
7. Coupled coincidence point theorems for a ϕ-contractive mapping in partially ordered G-metric spaces without mixed g-monotone property [O] . Chaiporn Thangthong, Phakdi Charoensawan 2014

机译：无混合g-单调性质的部分有序G-度量空间中con-压缩映射的耦合重合点定理

Coupled common fixed point results involving a (φ,ψ)-contractive condition for mixed g-monotone operators in partially ordered metric spaces

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