Some Fixed Point Theorems in Fuzzy Metric Spaces
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According to [1], the Banach fixed point guarantee the existence and uniqueness of fixed point for function in complete space and contractive function.. In this
In this paper, firstly we prove an integral type fixed point theorem for a pair of weakly compatible mappings in G-metric space satisfying the common limit range property which is
Main Results In this section, we define a normed derived from 2-norm and use this norm to prove a fixed point theorem in 2-normed space.. We begin with defining the
Keywords.Random operator, continuous random operator, multivalued random operator, continuous multivalued random operator, measurable random operator, measurable multi- valued random
Propose a new iterative scheme for approximating the com- mon solution of this problem and fixed point problem of certain nonlinear mappings in real Hilbert space, iii extend the
Bhawna Somani Assistant Professor, Acropolis Institute of Management Studies and Research Abstract- The purpose of this paper is to obtain a new common fixed point theorem for three
We further introduce uniform ε−BPB approximation of a bounded linear operator and uniform strong BPB property uniform sBPBp with respect to a given family of norm one lin- ear operators
clear at the end of this section, the foregoing two theorems may be used to generate representations of the solution to the first and second elastodynamic problem in the absence of a
