In this booked point theorems are proved for independent types of contraction mappings; and, also give a generalization of these cases by Ciric’s contraction mapping is given. All these results are proved in complete, orbitally…
Обзор:complex number (two conjugate) . 1st secondry , 1st term algebra follow lesson 2 mr. ahmed nagah
Mujahid Abbas - Google Scholar Citations
Finally, the new concept of G-distance are подробнее на этой странице in this book and used to introduce some important 4 in G-metric space, such as Fixed point theorems, non-convex minimization theorem, -variational principle, generalization of 4 theorem and infinite Fixed points Carsiti's theorem.
As an application, we derive some new fixed point and coupled fixed point results in partial metric spaces, metric-like spaces and b-metric spaces. 4, some examples and an application to integral equations are provided to illustrate the usability of the obtained results.
MSC:47H10, 54H25, 55M20.
define θ−,−fuzzy 4 space and obtain some fixed point theorems in it. Some recent results are derived as special cases. We first prove some common fixed point and coincidence point theorems for hybrid pair of maps in b −metric spaces satisfying common property (E.
A.) 4 an integral inequality. 3.2 COMMON FIXED POINT THEOREM USING.
Nov 01, 2019 · Common fixed point theorems for a finite family of multivalued mappings in an ordered Banach space. In this paper, we prove some common fixed point theorems for a finite family of multivalued and single-valued mappings operating on ordered Banach spaces.
Fixed Point Theorems for Contractive Mappings in Complete G-Metric Spaces Article (PDF Available) in Fixed Point Theory and Applications 2009(1) · January 2009 with 416 Reads How we measure 'reads'
In this paper, 4 established common fixed point theorems for a class of contractive mappings.
Our results extend the corresponding ones of other authors in dislocated metric spaces.
(PDF) Fixed Point Theorems for Contractive Mappings in Complete G-Metric Spaces
4 Abstract and Applied Analysis is a mathematical peer-reviewed, Open Access journal devoted exclusively to the publication of high-quality research papers 4 the.
Theorem 2.3.1 which is a xed point theory in Kasahara spaces 4 respect to an operator, extending 4 complementing Banach-Caccioppoli’s Contraction Principle; Theorem 2.3.2 which is a xed point theory in Kasahara spaces with respect to an operator, extending and
In the first part of this paper we generalize results on common fixed points in ordered cone metric spaces obtained by I.
4 and G.دستگاه معادلات خطی ۱۱ - روش گاوس-جردن
Durmaz [I. Altun, G.
免费下载-On Fixed Point Theorems in Some Types of Spaces - BookAsk英文书信息网
Durmaz, Some fixed point theorems on.
Common fixed point results for weak contractive mappings in ordered b-dislocated metric spaces with applications N Hussain, JR Roshan, V Parvaneh, M Abbas Journal of Inequalities and Applications 2013 (1), 4862013
We prove the existence of a unique common coupled fixed point theorem for four mappings satisfying a general contractive condition on partial b-metric-like spaces.
We also give an example to illustrate our main theorem. Our theorem generalizes and improves the theorem of .
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A 'read' is counted each time someone views a publication summary such as the title, abstract, 4 list of authorsclicks on a figure, or views or downloads the full-text.
We prove some fixed point results for mappings satisfying various contractive conditions on Complete G-metric Spaces.
Also the Uniqueness of such fixed point are proved, as well as we showed these mappings are G-continuous on such fixed points.
However, HA et al.
Af u n c t i o n f is G -continuous Proposition 1.
They later introduced a new structure of generalised metric spaces.
The distance between any two points in a cone metric space is 4 to be a vector in an ordered Banach space E.
In this paper, the notion of a G-cone metric space over Banach algebras and the generalized contractive mapping dened on G-cone metric space over Banach algebras are introduced.
Some new xed point results for the maps are proved without the assumption of normality.
The results are signicant extensions of xed point results of maps on G-cone metric and metric spaces 4 literature.
They later introduced a new structure of generalised metric spaces.
The distance between any two points in a cone metric space is dened to be a vector in an ordered 4 space E.
In this paper, the notion of a G-cone metric space over Banach algebras and the generalized contractive mapping dened on Приведенная ссылка metric space over Banach algebras are 4 ссылка new xed point results for the maps are proved without the assumption of normality.
The results are signicant extensions of xed point results of maps on G-cone metric and metric spaces in literature.
Recently, Mustafa Z et.
In this paper, firstly, we prove some fixed point theorems for contractions and generalized contractions in the compact G-metric spaces Theorem 3.
The aim of this research paper is to prove some fixed point theorems for contractions and generalized contractions in compact G-metric spaces.
The intent of this paper is to introduce the concept of Gb-cone metric and we describe some basic properties of such metric.
Further, we establish some fixed point theorems for 4 satisfying the contractive type conditions and a common fixed theorem for two weakly compatible self-mappings satisfying the contractive condition in Gb-cone metric spaces without the assumption of normality.
Moreover, some examples are provided to illustrate the usability of the obtained results.
New 4 concerning the related fixed point theorems on two complete G-metric spaces are proved and deduced some corollaries.
We prove also a related fixed point theorems on two compact G-metric spaces.
We prove new theorems for generalized contractions in G-metric spaces.
Our results extend some known results in the literature.
The purpose of the present paper is to prove a unique fixed point theorem for a mapping satisfying α, ψ contractive condition in partially ordered complete G-metric space.
Many G-metric fixed point results can be retrieved from classical ones given in the quasi- metric framework.
Indeed, many G-contractive conditions can be reduced to a quasi-metric counterpart assumed in the statement of celebrated fixed point results.
In this paper, we show that the existence of fixed points 4 the most part in the aforesaid G-metric fixed point results is guaranteed by a very general celebrated result by Park, even when the G-contractive condition is reduced to a quasi-metric one which is not considered as a contractive condition in any celebrated fixed point result.
Moreover, in all those cases in which a quasi-metric contractivity can be raised, we show that the uniqueness of the fixed point is also derived from it.
Despite our finding, we also show that there are a few G-metric fixed point results in the literature whose contractive condition cannot be reduced to any quasi- metric counterpart.
Therefore, it seems natural to encourage the researchers in this field to only study new results in this direction, i.
In this paper we introduce the notion of Ω;ϕ ;Z s-contraction with respect to 4 through generalized Ω- distance mappings which introduced by Abodayeh et.
Shatanawi, Generalized Ω-distance mappings and some fixed point theorems, U.
Also, we give an example to support our main result.
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It is shown that D-metric spaces are normal and perfectly normal.
To overcome fundamental flaws in B.
Dhage's theory of generalized metric spaces, flaws that invalidate most of the results claimed for these spaces, 4 introduce an alternative more robust generalization of metric spaces.
In this paper a new duality mapping is defined, and it is our object to show that there is a similarity among these three types of characterizations 4 a strictly convex 2-normed space.
This enables us to obtain more new results along each of two types of characterizations.
We shall also investigate a strictly 2-convex 2-normed space in terms of the above two different types.
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Convergence results of Mann and Ishikawa iterates of weakly contractive mappings are also proved.
We obtain some equivalence conditions for the convergence of iterative sequences for set-valued contraction mapping in CAT 0 spaces.
The purpose Спортивно-игровой комплекс YSK4 this paper is to introduce the set-valued Prešić-Ćirić 4 contraction in 0-complete partial metric spaces and to prove some coincidence and common fixed point theorems for such mappings in product spaces, in partial metric case.
Results of this paper extend, generalize and unify several known results in metric and partial metric spaces.
An example shows how the results of this paper can be used while the что Now Foods MK-7 Vitamin K-2 100 mcg 60 caps меня one cannot.