Contraction mapping in hexagonal cone b-metric spaces over Banach algebras and related fixed point theorems

被引:0
作者
G. Kalpana
Z. Sumaiya Tasneem
机构
[1] SSN College of Engineering,Department of Mathematics
来源
The Journal of Analysis | 2019年 / 27卷
关键词
Hexagonal cone ; -metric spaces over Banach algebras; -sequence; Contraction mapping; Fixed points; 47H10; 54H25;
D O I
暂无
中图分类号
学科分类号
摘要
In this paper, we introduce the concept of hexagonal cone b-metric spaces over Banach algebras as a generalization of cone hexagonal metric spaces and cone b-hexagonal metric spaces. An example is given at the end of the paper to show the applicability and validity of our results.
引用
收藏
页码:121 / 136
页数:15
相关论文
共 23 条
[1]  
Auwalu A(2017)Contraction mapping in cone Global Journal of Pure and Applied Mathematics 13 1651-1662
[2]  
Denker Ali(2016)-hexagonal metric spaces British Journal of Mathematics & Computer Science 16 1-12
[3]  
Auwalu A(2016)A note on Banach contraction mapping principle in cone hexagonal metric space Advances in Research 7 1-9
[4]  
Hincal E(2016)The Kannan’s fixed point theorem in a cone hexagonal metric spaces Journal of Nonlinear Sciences & Applications 9 5766-5771
[5]  
Auwalu A(2014)Common fixed point theorems for generalized ordered contractive mappings on cone Ultra Scientist 26 97-103
[6]  
Hincal E(2017)-metric spaces over Banach algebras Fixed Point Theory and Applications 2017 14-799
[7]  
Bai Chuanzhi(2015)Banach contraction principle on cone hexagonal metric space Journal of Nonlinear Science 8 787-1684
[8]  
Garg M(2011)Rectangular cone Computers and Mathematics with Applications 62 1677-1476
[9]  
George R(2007)-metric spaces over Banach algebras and contraction principle Journal of Mathematical Analysis and Applications 332 1468-undefined
[10]  
Nabwey Hossam A(2013)Common fixed point theorem of generalised Lipschitz mappings in cone Fixed Point Theory Appl 2013 320-undefined