Some Fixed Point Theorems for Mappings on Complete 〖 S〗_b –Metric Space
Journal Title: Bulletin of Pure and Applied Sciences Sec. E - Mathematics and Statistics - Year 2018, Vol 37, Issue 1
Abstract
In this paper, we prove some common fixed point theorems in S_b-metric space using an increasing function ϕ∶[0,∞)→[0,∞) with lim┬(n→∞)〖ϕ^n (t)=0〗 and ϕ(t)<t for each fixed t>0. Our results extend the result of Savitri & Hooda [8] of S-metric space.
Authors and Affiliations
Manju Rani
Reliability Behaviour of a Two-State Stand by Redundant Power Plant under Arbitrary Failure Time Distribution
This paper presents the investigations for the evaluation of reliability of the power supply having been carried out with the help of Boolean function orthogonalization algorithm. The motive of the complex system is to s...
TIME SERIES ANALYSIS OF PM10 FOR NOIDA SECTOR 1 INDUSTRIAL AREA IN NCR USING MULTIPLE LINEAR REGRESSION
Time series analysis can be used to quantitatively explain and predict air pollutants. This technique offers the possibility of formulating policy to tackle problem of air pollution. This paper intends to develop time se...
SKOLEM DIFFERENCE LUCAS MEAN LABELLING FOR SOME SPECIAL GRAPHS
A graph G with p vertices and q edges is said to have Skolem difference Lucas mean labelling if it is possible to label the vertices x∈v with distinct elements f(x) from the set {1,2,…,L_(p+q) } in such a way that the ed...
SPN-MATRIX COMPLETION PROBLEM FOR STAR BI-DIRECTED GRAPH
In this paper an SPN-Matrix is considered. A Vertex distance path matrix (VDp) representing theStar bi-directed graph Sn is said to have an SPN-completion if every partial SPN-matrix specifying VDp can be completed to an...
MAHLER MEASURE OF CHARGED GRAPHS OVER THE PURE CUBIC FIELD Q ( )
In this paper, the algebraic integer as a edge label from the pure cubic field to the all vertices of the simple graphs thereafter charges to all the vertices and get the edge labeled charged graphs. Further to find the...