COMMON BEST PROXIMITY POINT FOR NON-SELF MAPPINGS IN METRIC TYPE SPACES UNDER Φ - CONTRACTION CONDITION

Vinita dewangan; A. Banerjee; P. Koushik

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COMMON BEST PROXIMITY POINT FOR NON-SELF MAPPINGS IN METRIC TYPE SPACES UNDER Φ - CONTRACTION CONDITION

机译：Φ-压缩条件下公制空间中非自映射的共同最佳邻近点。

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摘要

Lo'lo' et al. (Fixed Point Theory App. 2015:47, 2015) introduced common best proximity points theorem for four mappings in metric type spaces. In this paper, we introduce φ-contraction mappings and show the common best proximity points on such conditions in metric-type spaces.

机译：Lo'lo'等。（Fixed Point Theory App。2015：47，2015）引入了度量类型空间中四个映射的通用最佳邻近点定理。在本文中，我们介绍了φ收缩映射，并显示了在公制类型空间中这种条件下常见的最佳邻近点。

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《Bulletin of Pure and Applied Sciences, Sec. E. Mathematics & statistics》 |2016年第2期|共9页
作者
Vinita dewangan; A. Banerjee; P. Koushik;
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正文语种 eng
中图分类数学;
关键词
Common fixed point; contractive condition; common best proximity point; non-self mappings; metric-type space;

机译：共同不动点;收缩条件;共同最佳邻近点;非自映射;度量类型空间;

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1. COMMON BEST PROXIMITY POINT FOR NON-SELF MAPPINGS IN METRIC TYPE SPACES UNDER Φ - CONTRACTION CONDITION [J] . Vinita dewangan, A. Banerjee, P. Koushik Bulletin of Pure and Applied Sciences, Sec. E. Mathematics & statistics . 2016,第2期

机译：Φ-压缩条件下公制空间中非自映射的共同最佳邻近点。
2. Coincidence points and common fixed points for three mappings with integral type implicit contraction conditions on ordered metric spaces [J] . Yongjie Piao Advances in Inequalities and Applications . 2019,第16期

机译：有序度量空间上具有整数类型隐式收缩条件的三个映射的重合点和公共不动点
3. Common fixed point theorem for two pairs of non-self-mappings satisfying generalized ?iri? type contraction condition in cone metric spaces [J] . Xianjiu Huang, Jing Luo, Chuanxi Zhu, Fixexd point theory and applications . 2014,第1期

机译：满足广义“ iri”的两对非自映射的公共不动点定理锥度量空间中的类型收缩条件
4. Best proximity points for elliptic generalized geraghty contraction mappings in elliptic valued metric spaces [C] . Isil Arda Kosal, Mahpeyker Ozturk International Eurasian Conference on Mathematical Sciences and Applications . 2018

机译：椭圆值高值公制空间中的椭圆通知Geraghty收缩映射的最佳邻近点
5. Comparing visual comfort metrics for fourteen spaces using simulation-based luminance mapping. [D] . Vicent, William. 2012

机译：使用基于模拟的亮度映射比较十四个空间的视觉舒适度。
6. Existence of common fixed point and best proximity point for generalized nonexpansive type maps in convex metric space [O] . Savita Rathee, Kusum Dhingra, Anil Kumar -1

机译：凸度量空间中广义非扩张型映象的公共不动点和最佳邻近点的存在
7. Common Fixed Point Theorem for Non-Self Mappings Satisfying Generalized Ćirić Type Contraction Condition in Cone Metric Space [O] . R Sumitra, V Rhymend Uthariaraj, R Hemavathy, 2010

机译：锥度量空间中满足广义Ćirić型收缩条件的非自我映射的公共不动点定理

COMMON BEST PROXIMITY POINT FOR NON-SELF MAPPINGS IN METRIC TYPE SPACES UNDER Φ - CONTRACTION CONDITION

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