[PDF] Top 20 Representação, identidade e cultura visual: uma investigação

... The theorem that we are attempting to prove generalizes that Fisher [1] ,Nešić[2] , Popa [3]theorem using an implicit relations.. UNIQUENESS[r] ... See full document

... common fixed point theorem for four weakly compatible maps on complete chainable fuzzy metric spaces satisfying an implicit ... See full document

... unique fixed point, provided that the metric space (X , d) is ...[1, Theorem 3.5], Banach’s con- traction theorem has been generalized for two self-maps T : X → X and S : X → ...in ... See full document

... fuzzy metric spaces using continuous t ...some point theorems “intuitionistic fuzzy metrics ...common fixed points in classical and fuzzy metric ...several fixed point ... See full document

... For every t > 0, let m = sup { M(Px, ABx, t) : x  X }, and n = inf {N(Px, ABx, t) : x  X }, Since P and AB are continuous on sequentially compact intuitionistic fuzzy metric space,there exists u  X such that ... See full document

... common fixed point the- orems for two pair of compatible and subsequentially continuous mappings satisfying an implicit relation in modified Intuitionistic fuzzy metric ... See full document

... a fixed point. He further showed that the conditions (1) and (2) are independent of each other (see, [10, ...Kannan’s fixed point theorem is very important, because Subrahmanyam ... See full document

... Fixed point theory plays one of the important roles in nonlinear ...famous fixed point theorem for contractive mappings in complete metric ...b-metric spaces ... See full document

... valued metric spaces which is more general than well known metric spaces and also gave common fixed point theorems for maps satisfying generalized contraction ...of metric ... See full document

... fixed point. Rhoades [2] extended weak contraction principle in Hilbert spaces to metric ...fixed point theorems in metric spaces by introducing the concept of altering ... See full document

... 0 whit sup x,y∈X (a(x,y) + b(x, y) + c(x,y) + 2e(x, y)) = 1. Jhade et al. [10] proved that a compatible pair of maps on complete metric space satisfying (2.1) will have a coincidence point if f is ... See full document

... The answer is yes if Tx is compact for every x (Amini-Harandi [], Theorem .). In this work, we show that many of the known Banach contraction generalizations can be deduced and generalized by Caristi’s fixed ... See full document

... fixed point theorem in metric spaces. J. Fixed Point Theory ...M: Fixed point theory for cyclic Berinde operators. Fixed Point Theory 12, 419-428 ... See full document

... uniqueness theorem for contractive type mappings in fuzzy metric ...fixed point introduced by Berinde et ...fixed point theorems for metric ... See full document

... of metric spaces in different ...of 2− metric space further in 1992 Dhage [2] modified the concept of 2− metric space and introduced the concepts of D− metric space ... See full document

... one fixed point, that is, there exists z ∈ X such that z ∈ T ...proved fixed point theorems in complete metric spaces, as ... See full document

... random fixed p oint t heorem i n c one r andom m etric spaces for four weakly compatible mappings by using an implicit ...this theorem for two and three random weakly compatible mappings are ... See full document

... Modular metric spaces generated by F-modulars, Folia ...Modular metric spaces ...Chistyakov, Fixed points of modular contractive maps, ...new fixed point theorem ... See full document

... Rhoades, Fixed point theorems for contractive mapping in cone metric spaces, ...common fixed point theorems with rational ex- pressions on cone metric spaces over a ... See full document

... digital spaces, where as Euclidean topology deals with topological properties of subspaces of the n -dimensional real space, which has contributed to the study of some areas of computer sciences such as computer ... See full document