[PDF] Top 20 COMMON FIXED POINT THEOREM IN CHAINABLE FUZZY METRIC SPACES SATISFYING A CLASS OF IMPLICIT RELATIONS

... of fuzzy sets was initiated by Zadeh in ...of fuzzy sets in the fields of topology and analysis. The notion of fuzzy metric spaces has very important applications in quantum particle ... See full document

... of fixed points in the area of ordered metric ...wide class of contractive mappings in intuitionistic metric ...general class of contractive type mappings and include several recent ... See full document

... – chainable intuitionistic fuzzy metric spacewith continuous t-norm  and continuous t-conorm  definedby a  a  a and  1– a   1–  a    1– a  for all a    0, 1 ..., satisfying the ... See full document

... some common fixed point theorems for two pair of compatible and subsequentially continuous mappings satisfying an implicit relation in Modified Intuitionistic fuzzy metric ... See full document

... valued metric spaces and established some fixed point results for a pair of mappings for contraction condition satisfying a rational ...valued metric spaces form a special ... See full document

... general common fixed point theorem for occasionally weakly compatible mappings satisfying implicit relations in intuitionistic fuzzy metric space which ... See full document

... of fuzzy sets is introduced by Zadeh ...of Fuzzy sets, Fuzzy metric ...of fuzzy metric spaces using continuous t ...some point theorems “intuitionistic fuzzy ... See full document

... maps satisfying property ...probabilistic metric spaces [5, 7]; fuzzy metric spaces [12, 15]; Intuitionistic fuzzy metric spaces [11, ...the common ... See full document

... usual metric d ( , ) = | - |, define M( ) = for all x, y ∈X, t > 0 and a b = for all a, b ∈[0, 1] then (X, M, ) is a fuzzy metric space ... See full document

... of fuzzy sets was introduced by Zadeh [16], there are many study results in this ...of fuzzy set. Atanassov [4] introduce the concept of intuitionistic fuzzy sets, Park [12] defined and studied a ... See full document

... type implicit relation in fuzzy metric ...for common fixed point theorem of integral type for six self-maps satisfying integral type implicit ... See full document

... above theorem, we obtain a coupled coincidence and com- mon fixed point theorem for a hybrid pair of multivalued and single-valued ...mappings. Theorem  Let (X, M, ∗) be a complete ... See full document

... a fuzzy metric on a set X is treated as a map d : X x X → R+ where X  I x   10 or X = the totality of all fuzzy points of a set [2], and Hu [18] satisfying some collection of axioms or that ... See full document

... valued metric spaces form a special class of cone metric space, yet this idea is intended to define rational expressions which are not meaningful in cone metric spaces and thus ... See full document

... fixed point and mixed monotone property for contractive operators of the form F : X × X → X, where X is a partially ordered metric space, and then established some interesting coupled fixed point ... See full document

... Metric fixed point theory plays an important role in mathematics because of its wide range of applicability in applied mathematics and ...in fixed point theory and is generalized in ... See full document

... of fuzzy sets was introduced by Zadeh in 1965 which laid the foundations of fuzzy set theory and fuzzy ...of fuzzy sets by treating membership as a fuzzy logical value rather than a ... See full document

... – fuzzy metric space and establish a fixed point theorem for four self maps in – fuzzy metric space satisfying an implicit ... See full document

... of fuzzy sets introduced by Zadeh [17], Atanassov [2] introduced the concept of intuitionistic fuzzy ...intuitionistic fuzzy sets, In 2004, Park[12] defined the notion of intuitionistic fuzzy ... See full document

... of fixed point theory in metric spaces is related to Banach Contraction Prin- ciple, published in 1922 [5], which in particular situation was already obtained by Liouville, Picard and ... See full document