[PDF] Top 20 Fixed Point Theorem on Complete N - Metric Spaces
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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
14
Common Fixed Point Theorem in Complex Valued Metric Spaces
... common fixed point theorem with six maps in complex valued metric ...common fixed point theorem for six maps in complex valued metric spaces having commuting ... See full document
5
Practical Approach of fixed point theorem in metric spaces for mapping
... Fixed Point Theorem 's being a constant study of many researchers , we want to utilize them for contractive mapping of metric ...using Fixed Point Theorems to prove its one of ... See full document
17
Some fixed point theorem in generalized metric spaces
... of fixed point theorem in standard metric spaces using the notion of generalized metric space introduced by Jleli and Samet ...generalized metric space and related ... See full document
8
Fixed Point Theorem and Consequences in D* Metric Spaces
... a fixed point theorem for quasi-contractions on D*-metric spaces and obtain certain ...the fixed point theorem for quasi-contractions on metric ... See full document
9
A fixed point theorem in modular metric spaces
... 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
8
Tripled fixed point theorem in fuzzy metric spaces and applications
... fixed point in locally convex topology generated by fuzzy n-normed ...fixed point has been introduced by Berinde and Borcut ...tripled point theorems are obtained using the mixed g-monotone ... See full document
13
Kannan fixed point theorem in a cone pentagonal metric spaces
... is complete, then every Kannan mapping has a fixed ...Kannan’s fixed point theorem is very important, because Subrahmanyam [12] proved that Kannan’s theorem characterizes the ... See full document
12
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 ... See full document
13
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
Fixed Point Theorem in 2 – Metric Spaces of Implicit Relations
... 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
5
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
Remarks on Caristi’s fixed point theorem in metric spaces with a graph
... Though the above example gives a negative answer to Kirk’s problem, some positive partial answers may also be found. Note that the order approach to Caristi’s traditional result is no longer possible. Indeed, if we define ... See full document
8
A fixed point theorem for cyclic generalized contractions in metric spaces
... is complete, then f is a Picard ...a complete metric space and f : X → X is an operator such that there exists fixed constants γ ≥ , α ≥ and β ∈ [, α] such that, for every ε ∈ [, ] and every x, ... See full document
7
A fixed point theorem for generalized contractions involving w-distances on complete quasi-metric spaces
... Remark It is obvious that if φ is a Meir-Keeler function then φ(t) < t for all t > . Later on, Jachymski proved in [] the following interesting result and showed that both Boyd and Wong’s fixed point ... See full document
8
A fixed point theorem for preordered complete fuzzy quasi metric spaces and an application
... fixed point theorem for a type of generalized contractions on preordered complete fuzzy quasi-metric spaces which is applied to deduce, among other results, a procedure to show in a ... See full document
11
A characterization of Smyth complete quasi-metric spaces via Caristi’s fixed point theorem
... sequentially complete quasi-metric space for which Theorem does not ...nevertheless, Theorem remains valid for complete quasi- metric ...Smyth complete ... See full document
13
A Common Fixed Point Theorem in -Metric Spaces
... Srinivasa Rao, “On convergent sequences and fixed point theorems in D -metric spaces,” International Journal of Mathematics and Mathematical Sciences , vol. 1969–1988, 2005[r] ... See full document
13
A generalization of Hegedüs-Szilágyi’s fixed point theorem in complete metric spaces
... fixed point theorem (Theorem 1) in complete metric spaces proved in ...extend Theorem 1 to Meir- Keeler type (see Example ... See full document
10
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 2.45, ... See full document
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