[PDF] Top 20 AN APPLICATION OF FIXED POINT THEOREM FOR S-CONVEX FUNCTION
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AN APPLICATION OF FIXED POINT THEOREM FOR S-CONVEX FUNCTION
... a point x of a topological space X , then it becomes a directed set with respect to the order w 1 w 2 w 2 w 1 ...a point x X , and cl Z by the closure of a subset Z of X ...of ... See full document
5
On a fixed point theorem of Krasnosel'skii type and application to integral equations
... Furthermore, applications to integral equations in a Banach space were presented. On the basis of the ideas and techniques in [2, 6], we consider (1.2). The paper consists of five sections. In Section 2, we prove a ... See full document
24
Application of Common Fixed Point Theorem on Fuzzy Metric Space
... Abstract — This paper introduces the notion of common fixed point theorem for three mappings in fuzzy metric space for various applications on 2 and 3-metric spaces with examples. Here, the result ... See full document
6
Remarks on Separation of Convex Sets, Fixed-Point Theorem, and Applications in Theory of Linear Operators
... strictly convex reflexive Banach ...existence theorem for inclusion y ∈ f ...a fixed point in some set from X ...the fixed-point theorems of the type proved earlier in ... See full document
14
A coupled fixed point theorem and application to fractional hybrid differential problems
... existence theorem is based on a coupled fixed point theorem of Krasnoselskii type, which extends a fixed point theorem of Burton ... See full document
11
Application of Fixed Point Theorem and Error Bounds
... The Fixed points have long been used in analysis to solve various kinds of partial differential equa- tions , ordinary differential equations and integral equations [3] .... Fixed point theorems of ... See full document
6
Generalization of Darbo's fixed point theorem and application
... Moreover in different Banach spaces we need to look for equivalent relations for measures of Hausdorff and Kuratowski so that we are able to analyze these measures of noncompactness bett[r] ... See full document
10
A Pata-type fixed point theorem in modular spaces with application
... classical function spaces L p . Khamsi et al. [] investigated the fixed point results in modular function ...fixed point theory in modular spaces (see, for instance, [–]) and the papers ... See full document
10
20. Triple fixed points in ordered metric spaces
... Banach fixed point theorem and its applications are well ...this theorem, introducing more general contractive conditions, which imply the existence of a fixed ...of fixed points ... See full document
11
Periodic point and fixed point results for monotone mappings in complete ordered locally convex spaces with application to differential equations
... a fixed and periodic points of single-valued and multivalued mappings in ordered Banach spaces and Metric spaces,[16],[17], [1], [9], and in complete locally convex spaces [7], [4], ...a fixed ... See full document
11
The existence of fixed points for new nonlinear multivalued maps and their applications
... new fixed point theorems for MT ...Kannan’s fixed point theorem and Chatterjea’s fixed point theorem for nonlinear multivalued contractive maps in complete metric ... See full document
13
Compact Weighted Composition Operators and Fixed Points in Convex Domains
... interior fixed points, the iterates of φ diverge compactly, and (b) to estab- lish the assertion that when D is convex, the fixed point set of φ is a connected, analytic submanifold of ... See full document
8
A fixed point theorem for holomorphic maps
... Brouwer’s fixed point theorem to dilations f (rz) (r < 1), it is easy to see that the function π − f ˆ : M → C has a zero, but this merely says that some point in some fibre of π is ... See full document
8
Fixed point theorems for sum of two mappings on not necessarily convex subset of a locally convex space
... some fixed point theorems for sum of two mappings in locally convex ...the fixed point theorem of Cain and Nashed [2] for sum of two mappings on a convex subset of a ... See full document
7
On Jungck's common fixed point theorem
... In 1999, Popa [ 7 ] introduced the following implicit relation and proved some fixed point theorems for compatible mappings satisfying the relation. To describe the implicit relation, let Ψ be the family of ... See full document
7
FIXED POINT THEOREM IN MENGER SPACE
... The concept of weakly compatible mappings is most general as each pair of compatible mappings is weakly compatible but the reverse is not true. Recently in this line, Singh and jain [12] introduced the notion of weakly ... See full document
6
Portfolio Optimization of Financial Services Stocks in the Nigerian Stock Exchange
... critical point is a fixed point of a suitable application, (ii) theorems for restoring Riemannian convex functions; (iii) the first cost with exponential behavior is Euclidean ... See full document
10
Existence of fixed points on compact epilipschitz sets without invariance conditions
... One can expect that previous results could be extended to continuous functions and set-valued maps. In fact these two cases are related because Cauchy problem (1.1) can have more that one solution. We indicate several ... See full document
13
A Fixed Point Method for Convex Systems
... a fixed point algorithm for small-scale convex systems of ...objective function in (4) is a sum of two convex functions. By convex analysis, minimizing a convex ... See full document
7
Generalized contraction principle
... Fixed point theorems are proved for contraction maps on M-convex spaces... Fixed Point Theorems, Contraion principle, M-convex spaces..[r] ... See full document
6
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