Common Fixed Point Theorems for Compatible and Weakly Compatible Maps Satisfying E. A. and CLRT Property in Non-Newtonian Metric Space
Journal Title: Journal of Advances in Mathematics and Computer Science - Year 2017, Vol 23, Issue 3
Abstract
In this paper, we prove some results for compatible and weakly compatible maps in non-Newtonian metric spaces. We also introduce E.A. and CLRT property in the context of non-Newtonian metric space and prove the corresponding fixed point results. We also provide examples to illustrate the concepts.
Authors and Affiliations
Kumari Jyoti, Asha Rani
ms*-Modules
Let R be a ring and M a left R-module. A module M is called ms*-module if each maximal submodule is equivalent to a supplement in M. In this work, we focus on ms*-module and study various properties of this module.
On Properties Related To *–Reversible Rings
In this paper, a class of *-rings which is a generalization of *–reversible rings is introduced. A ring with involution * is called central *–reversible if for a ,b∈R, whenever ab=0 ,b^* a is central in R. Since every *–...
Solving Multi-level Multi-objective Fractional Programming Problem with Rough Intervals in the Objective Functions
In this paper multi-level multi-objective fractional programming problem (ML-MOFP) is considered where some or all of its coefficients in the objective function are rough intervals. At the first phase of the solution app...
A Financial Prey-predator Model with Infection in the Predator
A modified predator-prey model is proposed with logistic growth in both prey and predator populations and an infection in the predator population. This model uses ideas from the original biological Lotka-Volterra model i...
On Generalized Douglas - Kropina Spaces
Sakaguchi proved that the class of Weyl metrics belong to the class of generalized Douglas{Weyl metric. Then, Matsumoto studied Weyl{Kropina metric. Recently, Yoshikawa and Okubo obtained the conditions for a Kropina spa...