Title of article
SOME COMMON FIXED POINT THEOREMS ON c-DISTANCE IN CONE METRIC SPACES OVER BANACH ALGEBRAS
Author/Authors
HUANG, HUAPING Hubei Normal University - School of Mathematics and Statistics, China , RADENOVIC, STOJAN Dong Thap University - Faculty of Mathematics and Information Technology, Vietnam , DOSENOVIC, TATJANA University of Novi Sad - Faculty of Technology, Serbia
From page
180
To page
193
Abstract
In this paper, we introduce the concept of c-distance in a cone metric space over Banach algebra, instead of the cone metric only in a Banach space. Moreover, we obtain some common fixed point theorems on c-distance with several generalized Lipschitz constants in cone metric spaces over Banach algebras. In addition, we give some examples to support our conclusions, and show that our results in the setting of cone metric spaces over Banach algebras are never equivalent to the counterparts in metric spaces.
Keywords
Generalized Lipschitz Constant , C , Distance , Cone Metric Space Over Banach Algebra , Normal Cone , Common Fixed Point
Journal title
Applied and Computational Mathematics
Journal title
Applied and Computational Mathematics
Record number
2544211
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