[PDF] Top 20 Approximate fixed point in G-metric spaces for various types of operators

... the approximate best proximity pairs and proved the approximate best proximity pairs property for ...the approximate fixed point for completely norm space and map T α and proved the ... See full document

... The present paper deals with the establishment of some coupled common fixed point results for mixed monotone operators satisfying new nonlinear contractions in ordered G-metric ... See full document

... where λ ∈ [, ). Then T has a fixed point, that is, there exists a point x ∈ X such that x ∈ Tx. Shukla et al. [] unified the results of Prešić and Nadler and studied the fixed point results for ... See full document

... of fixed point theorems for fourcompatible, weakly compatible and occasionally weakly compatible mapping of integral type in modular metric spaces and generalized the result of Azadifar et ... See full document

... fixed point and coupled fixed point ...fixed point results in G-metric spaces, both in symmetric and in asymmetric cases, to their metric counterparts, avoiding com- plicated ... See full document

... Problems in many fields include data that contain uncertainties. Uncertainties may be dealt with using a wide range of existing theories such as theory of probability, fuzzy set theory [20], intuitionistic fuzzy sets ... See full document

... Fuzzy metric space in various ways. The notion of Fuzzy metric spaces due to George and Veeramani ...Fuzzy metric space and proved some common fixed point ...in ... See full document

... the fixed point property and a new class of operators and contraction mapping for classes of ϕ-contractions in E −G-metric ...the fixed point theory for (local and global) ... See full document

... fixed point in a complete metric ...fixed point for several contraction type mappings in various abstract ...of G-metric spaces as a generalization of (usual) metric ... See full document

... The main revolution in the existence theory of many linear and non-linear operators happened after the Banach contraction principle. After this principle many researchers put their efforts into studying the ... See full document

... On the other hands, Jachymski [] initiate the study of fixed point theorems in met- ric spaces endowed with graphs. Jachymski generalized the Banach contraction principle and unified the results of Ran and ... See full document

... generalized metric spaces see 9, which are called G-metric spaces as generalization of metric space X, d, to develop and introduce a new fixed point theory for ... See full document

... in various ways by many ...in G – metric space as follows: Let f and g be maps from a G – metric space (X, G) into ...and g are said to be compatible map if there ... See full document

... Sims,fixed point theorems for contractive mappings in complete G-metric spaces, Fixed Point Theory and Applications, Volume 2009, Article ID 917175. Rhoades, Fixed Point [r] ... See full document

... Theorem 2.7. Every generalized multivalued almost I -contraction in a metric space X, d has the approximate coincidence point property provided each Tx is I-invariant. Further, if X, d is compact and ... See full document

... quadruple fixed point of R, T, S, g, f and ...quadruple fixed point in P ...quadruple fixed point (α 0 , β 0 , γ 0 , ω 0 ) of R, S, T, g, h, f ... See full document

... Abstract. In this article, we proved a fixed point theorem of Ćirić-Pata type in metric space. This result extends several results in the existing literature. Moreover, an example is given in the ... See full document

... S- metric space which is different from other space and proved fixed point theorems in S-metric ...- metric spaces which shows that S- metric space is different form other ... See full document

... , g : X → X by f x = ln(1 + 13 x ) and f x = ln(1 + x 9 ), and the altering distance functions ψ, ϕ : [0, +∞) by ψ (t ) = qt and ϕ(t) = (q − 1)t, where 1 ≤ q ≤ 36 16 ... See full document

... -metric spaces. Gähler believed that - metric spaces can be interpreted as a generalization of usual metric ...such spaces and, subsequently, several fixed point results ... See full document