[PDF] Top 20 An improvement of known unique common fixed point theorems for four mappings on multiplicative metric spaces

... simple fixed point theorem, it is widely applied in mathematics and other ...of multiplicative metric spaces and studied some basic ... See full document

... prove common fixed point theorems for the class of four non compatible mappings in Intuitionistic fuzzy metric spaces are ... See full document

... a unique common fixed point x ∗ ...any fixed point of f p is the fixed point of f q , we only need to take account of the fixed point of f p ...a ... See full document

... The fixed point theorem, generally known as the Banach’s contraction mapping principle, appeared in explicit form in Banach’s thesis in ...valued metric space which is more general than ... See full document

... a unique common fixed point theorem for two pairs of weakly compatible mappings on multiplicative metric spaces without any continuity ...of common ... See full document

... some common fixed and common coincidence point theorems for expansive type mappings in the setting of cone metric ...some known results in metric ... See full document

... fuzzy metric space, with a ∗ b = min{a, b}, for all a, bin[0, ...self mappings on X such that the pair (A, S) is weakly subse- quentially continuous (wsc) and compatible of type (E), then pair (A, S) has a ... See full document

... self mappings of a fuzzy metric space X, M, ∗ such that the mappings A and B are a generalized fuzzy contraction with respect to mappings S and ...the common property ...a point ... See full document

... Some common fixed point theorem for six self mappings in modular metric space for occasionally weakly compatible mappings has been establish, which improves and extends similar ... See full document

... By using a compatibility condition due to Jungck we establish some common fixed point theorems for four mappings on complete and compact metric spaces These results also generalize a the[r] ... See full document

... an unique common fixed point theorem for four mappings with  -contrac- tive condition [1,2] on 2-metric spaces in [1], where  is a continuous and non-decreasing ... See full document

... Metric Fixed point theory is an essential part of Mathematical Analysis because of its applications in different areas like variational and linear inequalities, improvement and approximation ... See full document

... Definition 3.4. Let (X , d) be a complete metric space, β : X × X −→ [0, ∞) , ϕ ∈ ψ and S, T be L-Fuzzy mappings from X into F L (X ). The ordered pair (S, T ) is said to be a generalized β - admissible ... See full document

... We begin with the following definitions. Definition 1.3 ([10]) Let f and g be self map- pings of a set X. If w = f x = gx for some x in X, then x is called a coincidence point of f and g, and w is called a ... See full document

... also useful in fuzzy differential equation. As we all know, the existence of a solution for a fuzzy differential equation can be established via the fixed point analysis approach (see [–]). Therefore, our results ... See full document

... the fixed point theory is the existence of fixed points in a metric space respect to a given ...to mappings on a metric space respect to a ... See full document

... the fixed point theory, has been in the center of long lasting fascination among the mathematicians interested in many branches of mathematics, especially in nonlinear analysis (see ...ordered metric ... See full document

... By assumption, (X , d) is bicomplete, hence (X , d s ) is complete. Moreover, since E and RE are join closed, we conclude by Theorem 2.14 that T, R and S have a unique common fixed point. ... See full document

... Metric fixed point theory is an important mathematical discipline because of its applications in areas such as variational and linear inequalities, optimization, and approximation ...of metric ... See full document

... In metric spaces, this theory begins with the Banach fixed-point theorem which provides a constructive method of finding fixed points and an essential tool for solution of some problems ... See full document