FIXED POINT THEOREM IN MENGER SPACE FOR WEAKLY SEMI-COMPATIBLE MAPPINGS

Abstract

In this paper, the concept of weakly semi-compatibility and weak compatibility in Menger space has been applied to prove a commonly fixed point theorem for six self-maps. An example has also given to support the result.

Authors and Affiliations

Arihant Jain, V. K. Gupta, Rajesh Kumar

Keywords

Related Articles

∗-REDUCIBLE FINSLER SPACES AND APPLICATIONS

In this paper, we have considered special form of v (hv) -torsion tensor  =   + (ℎ  + ℎ  + ℎ ), where  & are scalar functions, positively homogeneous of degree one I and call such a Finsler space i...

DESARGUES CONFIGURATION AND ELECTRICAL NETWORKS/CIRCUITS

An electronic network /circuit consists of components like resistors, diodes, capacitors, transistors and ICs, arranged such that the network contains maximum number of components using minimum space. When translated int...

INVARIANCE PROPERTIES AND ESTIMATING TASK SOLUTION OF BIOLOGICAL POPULATION IN THE TWO-DIMENSIONAL CASE

Considered methods of solving Kolmogorov - Fisher type task of reacting with diffusion, in the two-dimensional case, obtained invariant properties of solutions and two way estimation of the solution. Given are the result...

Studying the Determinants of Divortiality in Iraq. A Two-Stage Estimation Model with Tobit Regression

In this article, we are trying to determine the threshold point for the social phenomenon of divorce, through a two-stage estimation model (Heckman). In order to obtain consistent estimates, the censoring threshold in di...

A NEW GENERALIZATION OF THE EXPONENTIAL-POISSON DISTRIBUTION USING ORDER STATISTICS

This paperintroduces anew familyof lifetimedistributions, using the ascendant order statistics. The proposed distribution is called the exponential-generalized truncated Poisson (EGTP) distribution. Our approach follows...

Download PDF file
  • EP ID EP547491
  • DOI -
  • Views 120
  • Downloads 0

How To Cite

Arihant Jain, V. K. Gupta, Rajesh Kumar (2019). FIXED POINT THEOREM IN MENGER SPACE FOR WEAKLY SEMI-COMPATIBLE MAPPINGS. International Journal of Applied Mathematics & Statistical Sciences, 8(2), 23-34. https://europub.co.uk/articles/-A-547491