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[PDF] Top 20 Fixed points and endpoints of contractive set-valued maps in cone uniform spaces with generalized pseudodistances

Has 10000 "Fixed points and endpoints of contractive set-valued maps in cone uniform spaces with generalized pseudodistances" found on our website. Below are the top 20 most common "Fixed points and endpoints of contractive set-valued maps in cone uniform spaces with generalized pseudodistances".

Fixed points and endpoints of contractive set-valued maps in cone uniform spaces with generalized pseudodistances

Fixed points and endpoints of contractive set-valued maps in cone uniform spaces with generalized pseudodistances

... in cone uniform and cone locally convex spaces; is new even in cone metric and metric spaces; and is different from those given in the previous publications on this ... See full document

15

Maximality Principle and General Results of Ekeland and Caristi Types without Lower Semicontinuity Assumptions in Cone Uniform Spaces with Generalized Pseudodistances

Maximality Principle and General Results of Ekeland and Caristi Types without Lower Semicontinuity Assumptions in Cone Uniform Spaces with Generalized Pseudodistances

... lsc maps and fixed point and endpoint theorem of Caristi type for dissipative single-valued and set-valued dynamic systems with lsc entropies in metric and uniform spaces ... See full document

35

An Order on Subsets of Cone Metric Spaces and Fixed Points of Set-Valued Contractions

An Order on Subsets of Cone Metric Spaces and Fixed Points of Set-Valued Contractions

... metric spaces were introduced by Huang and Zhang 1. They replaced the set of real numbers by an ordered Banach space and obtained some fixed point theorems for mapping satisfying different ... See full document

8

Generalized uniform spaces, uniformly locally contractive set-valued dynamic systems and fıxed points

Generalized uniform spaces, uniformly locally contractive set-valued dynamic systems and fıxed points

... -index set) of generalized pseudometrics on a nonempty set X and the generalized uniform spaces (X, D ) are introduced, the classes L (X, D ) of L -families of generalized ... See full document

39

17. Common fixed points under contractive conditions for three maps in cone metric spaces

17. Common fixed points under contractive conditions for three maps in cone metric spaces

... have generalized the concept of a metric space, replacing the set of real numbers by an ordered Banach space and obtained some fixed point theorems for mapping satisfying different contractive ... See full document

7

Fixed Points Results via Iterates of Four Maps in TVS-valued Cone Metric Spaces

Fixed Points Results via Iterates of Four Maps in TVS-valued Cone Metric Spaces

... PRELIMINARIES Fixed point theorems are very important tools for providing evidence of the existence and uniqueness of solutions to various mathematical models ...discover fixed points of self and ... See full document

5

Some Fixed Point Theorems for a Pair of Selfmaps of a Cone Metric Space

Some Fixed Point Theorems for a Pair of Selfmaps of a Cone Metric Space

... [8] generalized the notion of metric space by replacing the set of real numbers by ordered Banach space and defined cone metric space and extended Banach type fixed point theorems for ... See full document

5

Common Fixed Point Theorems in TVS-Valued Cone Metric Spaces

Common Fixed Point Theorems in TVS-Valued Cone Metric Spaces

... [8] generalized the notion of metric space by replacing the set of real numbers by ordered Banach space and defined cone metric space and extended Banach type fixed point theorems for ... See full document

5

Common Fixed Points for Maps on Topological Vector Space Valued
Cone Metric Spaces

Common Fixed Points for Maps on Topological Vector Space Valued Cone Metric Spaces

... 1 generalized the notion of metric space by replacing the set of real numbers by ordered Banach space, deffined a cone metric space, and established some fixed point theorems for ... See full document

8

Periodic Point, Endpoint, and Convergence Theorems for Dissipative Set-Valued Dynamic Systems with Generalized Pseudodistances in Cone Uniform and Uniform Spaces

Periodic Point, Endpoint, and Convergence Theorems for Dissipative Set-Valued Dynamic Systems with Generalized Pseudodistances in Cone Uniform and Uniform Spaces

... in cone uniform and uniform spaces the three kinds of dissipative set-valued dynamic systems with generalized pseudodistances and with not necessarily lower ... See full document

32

Online Full Text

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

Pof a real Banach spaceE is called a cone if

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

Fixed and coupled fixed points of a new type set-valued contractive mappings in complete metric spaces

Fixed and coupled fixed points of a new type set-valued contractive mappings in complete metric spaces

... Recently, Wardowski [] introduced a new concept of contraction and proved a fixed point theorem which generalizes the Banach contraction principle in a different way than in the known results from the literature. In this ... See full document

7

Fixed Points of Generalized (Α, Ψ)− Contractive Maps

Fixed Points of Generalized (Α, Ψ)− Contractive Maps

... on contractive maps namely (α, ψ)−contractive mappings and established fixed point theorems in complete metric ...ψ)-contractive maps generalize contraction maps so that ... See full document

6

Fixed points for modified fuzzy ψ-contractive set-valued mappings in fuzzy metric spaces

Fixed points for modified fuzzy ψ-contractive set-valued mappings in fuzzy metric spaces

... for any x, y ∈ X and t > , where ψ is a function whose definition is given in Section . Moreover, some authors established fixed-point theorems for such mappings in complete fuzzy metric spaces. Afterwards, ... See full document

11

On best proximity points for set-valued contractions of Nadler type with respect to b-generalized pseudodistances in b-metric spaces

On best proximity points for set-valued contractions of Nadler type with respect to b-generalized pseudodistances in b-metric spaces

... metric spaces and distances of Vályi [] in uniform ...new set-valued non-self-mapping contraction of Nadler type with respect to this b-generalized pseudodistance, which is a ... See full document

13

A fixed point result for a new class of set-valued contractions

A fixed point result for a new class of set-valued contractions

... Remark 2.2. In 2011, Chen obtained a fixed point theorem ([6], Theorem 4) for a class of set-valued mappings satisfy a contractive condition similar to (2.1) under some different conditions. ... See full document

7

Multivalued fixed point theorems in tvs-cone metric spaces

Multivalued fixed point theorems in tvs-cone metric spaces

... of cone metric space is more general than that of metric space, because each metric space is a cone metric space, and a cone metric space in the sense of Huang and Zhang is a special case of ... See full document

13

Fixed point theorems for weakly contractive mappings on g-Metric spaces and a homotopy result

Fixed point theorems for weakly contractive mappings on g-Metric spaces and a homotopy result

... weakly contractive maps in Hilbert spaces, in: ...Weakly contractive maps and common fixed points, ...Bae, Fixed point theorems for weakly contractive ... See full document

8

FIXED POINTS OF CONTRACTIVE SET VALUED MAPPINGS WITH SET VALUED DOMAINS ON A METRIC SPACE WITH GRAPH

FIXED POINTS OF CONTRACTIVE SET VALUED MAPPINGS WITH SET VALUED DOMAINS ON A METRIC SPACE WITH GRAPH

... Let (X, d) be a metric space and ∆ = { (x, x) : x ∈ X } denote the diagonal of the Cartesian product X × X. Consider a directed graph G such that the set of its vertices coincides with X (i.e., V (G) = X) and the ... See full document

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