contraction mappings
Fixed point theorems of contraction mappings on zero at infinity varieties
... In this paper, we have tried to show that the set of all zero at infinity varieties is a complete metric space and some results and examples about fixed points of contraction mappings on[r] ...
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Common fixed point results for generalized contraction mappings in b - metric space
... for contraction mappings in complete metric space and also called it Banach fixed point theorem / Banach contraction principle which is considered as the mile stone in fixed point ...a ...
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Fixed point of multivalued integral type of contraction mappings
... Banach contraction principle [] is a simplest and limelight result in this ...Banach contraction principle, the existence of weaker contractive conditions combined with stronger additional assumptions on ...
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On monotone contraction mappings in modular function spaces
... monotone- contraction mappings defined on some subsets of modular function spaces which are nat- ural generalizations of both function and sequence variants of many important spaces like the Lebesgue, ...
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An optimization problem involving proximal quasi-contraction mappings
... Consider a non-self-mapping T : A → B, where (A,B) is a pair of nonempty subsets of a metric space (X, d). In this paper, we study the existence and uniqueness of solutions to the global optimization problem min x∈A ...
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On monotone Ćirić quasi-contraction mappings with a graph
... Banach contraction principle, Ćirić [] introduced the concept of quasi-contraction ...monotone mappings which are quasi-contraction ...
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Best proximity points for Geraghty’s proximal contraction mappings
... proximal contraction mappings, and prove best proximity theorems for this ...proximal contraction of the first kind if, there exists β ∈ S such ...
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Fixed points of multivalued contraction mappings in modular metric spaces
... multivalued contraction mappings was estab- lished by Nadler ...Banach contraction principle to mappings satisfying a less restrictive Lipschitz inequality such as local ...of mappings ...
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Periodic points for the weak contraction mappings in complete generalized metric spaces
... (j-φ)-weak contraction mappings and (ψ - φ)-weak contraction mappings, we obtain two theorems (Theorems 1 and 2) which assure the existence of a periodic point for these two types of weak ...
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Quadruple Fixed Point of Multivalued Nonlinear Contraction Mappings
... Abstract. The notion of Quadruple fixed point is introduced by Karapinar E. [6]. Samet and Vetro [12] established some coupled fixed point theorems for multivalued non linear contraction mapping in partially ...
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Fixed point theorems for cyclic contraction mappings in fuzzy metric spaces
... The contraction type mappings in fuzzy metric spaces play a crucial role in fixed point ...Banach contraction in a fuzzy metric space and extended fixed point theorems of Banach and Edelstein to fuzzy ...
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On best proximity points for multivalued cyclic $F$-contraction mappings
... for all x, y ∈ X, then T has at least one fixed point, that is, there exists z ∈ X such that z ∈ T z. In 2003, Kirk, Srinavasan and Veeramani [17] introduced a concept of cyclic contraction which generalized ...
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Fixed point theorems for contraction mappings in modular metric spaces
... Banach Contraction Mapping Principle appeared in explicit form in Banach ’ s thesis in 1922 ...Banach contraction principle has been extended in many different directions, see ...
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Endpoints of multi-valued cyclic contraction mappings
... A point x is called a fixed point of T if x ∈ T x. Denote F ix(T ) = {x ∈ X : x ∈ T x}. An element x ∈ X is said to be an endpoint of multi–valued mapping T , if T x = {x}. The set of all endpoints of T denotes by End(T ...
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Suzuki-type fixed point theorem for fuzzy mappings in ordered metric spaces
... fuzzy mappings in a metric space and proved a fixed point theorem for fuzzy contraction mappings as a generalization of the fixed point theorem for multivalued mappings given by Nadler ...fuzzy ...
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The \((\alpha, \beta)\)-generalized convex contractive condition with approximate fixed point results and some consequence
... these mappings on a complete metric space by using the idea of cyclic (α, β)-admissible mappings due to Alizadeh et ...Banach contraction mapping prin- ciple [], Kannan’s fixed point results [], ...
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Some Results on Fuzzy Mappings for Rational Expressions
... fuzzy contraction mappings ...fuzzy mappings which is generalization of Heilpern , s [10] ...fuzzy mappings satisfying certain conditions, which is generalization of the second theorem of Bose ...
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Best proximity points and extension of Mizoguchi-Takahashi’s fixed point theorems
... extending the Mizoguchi and Takahashi’s contraction for non-self mappings. We also establish a best proximity point for such type contraction mappings in the context of metric spaces. Later, ...
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Fixed Points of Different Contractive Type Mappings on Tensor Product Spaces
... type mappings on tensor product spaces. Moreover, using a given contraction mapping (with fixed point) on the tensor product space , we have constructed some contraction mappings with fixed ...
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Fuzzy fixed point theorems in Hausdorff fuzzy metric spaces
... In , Zadeh [] introduced and studied the concept of a fuzzy set in his seminal pa- per. Afterward, several researches have extensively developed the concept of fuzzy set, which also include interesting applications ...
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