[PDF] Top 20 Practical Approach of fixed point theorem in metric spaces for mapping
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Practical Approach of fixed point theorem in metric spaces for mapping
... contraction mapping on a complete Hilbert space has a unique fixed ...Hilbert spaces to metric ...fixed point theorems in metric spaces by introducing the concept of altering ... See full document
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Fixed Point Theorem For T-Zamfirescu Mapping On Cone Metric Spaces
... Kannan’s fixed point theorem ...cone metric spaces was studied in [4] and [5] respectively, obtained sufficient conditions for the existence of a unique fixed point of ... See full document
5
Fixed Point Theorems on Multi Valued Mappings in B Metric Spaces
... 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
7
Coupled common fixed point theorems for (ψ, φ)-contractive mixed monotone mappings in partially ordered G-metric spaces
... Proof. Putting α = β = 1 2 in Theorem 3.1, we can conclude the desired conclusion immediately. Corollary 3.3. Let (X , ≤) be a partially ordered set and suppose that there is a G-metric on X such that (X , ... See full document
17
Some Fixed Point Theorem for Mapping on Complete G-Metric Spaces
... for all x, y ∈ X, where k ∈ 0, 1, then T has a unique fixed point (say u), and T is G-continuous at u. Proof. Since whenever the mapping satisfies condition 2.49, or 2.50, then it satisfies condition ... See full document
12
Tripled fixed point theorem in fuzzy metric spaces and applications
... uniqueness theorem for contractive type mappings in fuzzy metric ...fixed point introduced by Berinde et ...fixed point theorems for metric ... See full document
13
Some applications of Caristi’s fixed point theorem in metric spaces
... 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
10
Nadler’s fixed point theorem in ν-generalized metric spaces
... Lemma Let ν ∈ N. Let X be a nonempty set and let A and B be two subsets of X with A ∩ B = ∅ . Assume that A consists of at most (ν – )/ elements in the case where ν is odd. Let (Y , ρ) be a metric space and ... See full document
13
Fixed point theorems for self map under some contractive conditions related to Φ-map
... Sims, Fixed point theorems for contractive mapping in complete G -metric spaces, Fixed Point Theory Appl. Sims, Some remarks concerning D -metric spaces, Proceedings International C[r] ... See full document
9
Coincidence fixed point theorem in a Menger probabilistic metric spaces
... Sadovskii fixed point theorems to obtain our main results under some appropriate ...results.Fixed point theory of nonexpansive type single valued mappings provides techniques for solving a variety of ... See full document
7
A fixed point theorem for cyclic generalized contractions in metric spaces
... fixed point theo- rem for mappings satisfying cyclical contractive ...fixed point structures, are presented in ...fixed point theorem for cyclic ϕ- contractions and they further discussed fixed ... See full document
7
Kannan fixed point theorem in a cone pentagonal metric spaces
... Kannan mapping has a fixed ...Kannan’s fixed point theorem is very important, because Subrahmanyam [12] proved that Kannan’s theorem characterizes the metric ...a ... See full document
12
Remarks on Caristi’s fixed point theorem in metric spaces with a graph
... An algorithm will be defined in the form of a facility graph whose vertices represent the facilities required to execute the algorithm and whose edges represent the links required among these facilities. An algorithm A is ... See full document
8
Common fixed point theorem in complex valued metric spaces
... 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 many ... See full document
8
On best proximity points for multivalued cyclic $F$-contraction mappings
... 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
12
A fixed point theorem in modular metric spaces
... terested fixed point of modular ...modular metric space generated by F-modular and developed the theory of this space [8], on the same idea was defined the notion of a modular on an arbitrary set and ... See full document
8
Common Fixed Point Theorem in Cone Metric Space for Rational Contractions
... some fixed and common fixed point theorems have been obtained in [1], ...cone metric spaces, which is a generalization of metric spaces, by substituting the real numbers ... See full document
7
Fixed point theorems for weak S-contractions in partially ordered 2-metric spaces
... contraction theorem is one of the significant results of nonlinear analysis, which also became the origin of understanding iterative and dynamical ...this theorem. A mapping T : X → X where (X, d) is ... See full document
14
Some fixed point theorem in generalized metric spaces
... the fixed point result using this ...his Theorem 1 does not extend to more general contractive definitions in metric ...the fixed point theory in standard metric ... See full document
8
Fixed Point Theorem on Complete N - Metric Spaces
... ABSTRACT : In this paper we have proved the generalized fixed point theorem on complete N-Metric Space with the help of N-mappings.. This theorem generalizes and extends the result of[r] ... See full document
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