[PDF] Top 20 Iterative approximation of fixed points of quasi contraction mappings in cone metric spaces
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Iterative approximation of fixed points of quasi contraction mappings in cone metric spaces
... Banach’s contraction principle (see, for example, [–] and references ...introduced contraction map- pings and proved the following well known generalization of Banach’s fixed point ...complete ... See full document
14
Approximating Common Fixed Points of Two Sequences of Uniformly Quasi lipschitzian Mappings in Convex Cone Metric Spaces
... a cone if P is closed, P ̸ = { θ } , for a, b ∈ R + = [0, ∞ ) and x, y ∈ P , ax + by ∈ P and P ∩ {− P } = { θ } ...A cone P is said to be solid if its interior intP is nonempty. A cone P is said to ... See full document
6
Fixed Points of α-Admissible Mappings in Cone Metric Spaces with Banach Algebra
... of cone metric spaces as a generaliza- tion of metric ...two points of space in terms of a vector lying in a particular subset of a Banach space called ...such spaces in terms of ... See full document
10
Online Full Text
... the fixed points of a nonlinear mapping. In fact, fixed point theorems are very important tools for proving the existence and uniqueness of the solutions to various mathematical models (differential, ... See full document
6
Coupled coincidence points for two mappings in metric spaces and cone metric spaces
... common fixed point theorems for such ...coupled fixed points, coupled coincidence points, coupled common fixed points, and common fixed points for nonlinear ... See full document
9
Common Fixed Points for Generalized -Pair Mappings on Cone Metric Spaces
... of cone metric spaces and established some fixed point theorems for contractive mappings in these ...studied fixed point theorems of contractive type mappings by omitting ... See full document
8
An approach to the approximation of common coupled fixed points of contractive maps in metric-type spaces
... of cone metric spaces by Huang and Zhang [1], Banach-valued metric spaces have been extensively used in the study of the existence and convergence of fixed points of ... See full document
19
Pof a real Banach spaceE is called a cone if
... the fixed points of a nonlinear mapping. In fact, fixed point theorems are very important tools for proving the existence and uniqueness of the solutions to various mathematical models (differential, ... See full document
6
On the fixed points of nonexpansive mappings in modular metric spaces
... operators, approximation and fixed point results, modular-type conditions are much more natural as modular-type assump- tions can be more easily verified than their metric or norm ...tion spaces after ... See full document
13
Quasicone Metric Spaces and Generalizations of Caristi Kirk's Theorem
... of cone metric spaces CMSs by replacing real numbers with an ordering Banach ...is contraction in the category of cone metric spaces but not contraction if ... See full document
9
Fixed Point theorems for multiplicative Contraction mappings on Multiplicative Cone - b metric spaces
... Metric Fixed point theory is an essential part of Mathematical Analysis because of its applications in different areas like variational and linear inequalities, improvement and approximation ...The ... See full document
5
Fixed Points and Common Fixed Points of Quasi Contractive Mappings on Partially Ordered Cone Metric Spaces
... of cone metric spaces and have established fixed point theorems for a contractive type map in a normal cone metric ...common fixed points of a finite self maps ... See full document
9
Fixed points of α admissible Meir Keeler contraction mappings on quasi metric spaces
... α-admissible mappings which have been recently intro- duced by Samet [] and used by many authors to generalize contraction mappings of var- ious types; see [–] for ... See full document
15
Fixed points of generalized contraction maps in metric spaces
... Banach contraction principle, some generalizations of contraction condition was obtained in ( [7] - [10], [13] ...new contraction map, namely JS-contraction map and proved the existence and ... See full document
21
1. Fixed Point Results For Complete Dislocated $G_d$-metric Space Via $C$-Class Functions
... It is clear from above cases, the contractive condition of Theorem 2.1 holds and similarly for other cases. Therefore, 0 ∈ X, is a fixed point for T, such that T 0 = 0. In Theorem 2.1, W (a, b, c) contains 15 ... See full document
11
Common fixed points of four mappings in cone metric spaces
... Definition 1.2. Let P be a cone in a Banach Space B, define partial ordering ≤ with respect to P by x ≤ y if and only if y − x ∈ P. We shall write x < y to indicate x = y but x 6= y while x << y will ... See full document
9
Fixed points of generalized Meir-Keeler contraction mappings in b-metric-like spaces
... Every partial b-metric space is a b-metric-like space with the same coefficient s and every b-metric space is also a b-metric-like space with the same coefficient s. However, the converses of ... See full document
19
Fixed points of multivalued mappings in partial metric spaces
... Hausdorff metric on the family of closed bounded subsets of a partial metric space and establish a common fixed point theorem of a pair of multivalued mappings satisfying Mizoguchi and Takahashi’s ... See full document
9
Extensions of Ćirić and Wardowski type fixed point theorems in D-generalized metric spaces
... Ćirić quasi-contractions. In this paper we introduce D-admissible mappings and establish the fixed point theorem for Ćirić quasi- contractions with the help of D-admissible ...D-generalized ... See full document
14
An improvement of known unique common fixed point theorems for four mappings on multiplicative metric spaces
... common fixed point of {A, B, S, T ...multiplicative metric space, S, T : X → X two mappings, {p, q, m, n} are four natural numbers with n ≤ p and m ≤ ... See full document
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