[PDF] Top 20 A fixed point theorem for analytic functions
Has 10000 "A fixed point theorem for analytic functions" found on our website. Below are the top 20 most common "A fixed point theorem for analytic functions".
A fixed point theorem for analytic functions
... z = ω, ϕ(z) is interior to the horocycle H tangent to T at e iθ that passes through z. This generates a contradiction. Indeed, consider some 0 < r < 1 and the pseudohyperbolic disk K ( ω , r ). Let H be the ... See full document
5
A fixed point theorem for holomorphic maps
... of fixed–point ...bounded analytic functions in the open unit disc, D, and let M denote its maximal ideal space, or character space ...no fixed points in M ...canonical ... See full document
8
On Krasnoselskii's Cone Fixed Point Theorem
... cone fixed point theorem to obtain existence results for a boundary value problem is to rewrite the problem as an integral equation, usually via the use of Green’s ...continuous functions with ... See full document
18
Some Generalizations of Jungck's Fixed Point Theorem
... Jungck’s fixed point theorem for commuting mappings by mean of the concepts of altering distance functions and compatible pair of mappings, as well as, by using contractive inequalities of ... See full document
20
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
... They commute at their coincidence points. Menger , K [4] introduced the notion of a probabilistic metric space in 1942 and since the theory of probabilistic metric space has developed in many directions, especially in ... See full document
6
New generalizations of Darbo’s fixed point theorem
... for any nonempty subset X of , where μ is an arbitrary measure of noncompactness and , : [, +∞) → R are a pair of shifting distance functions. Moreover, let ϕ : [, +∞) → [, +∞] be a Lebesgue-integrable ... See full document
8
A Full Characterization on Fixed Point Theorem, Minimax Inequality, Saddle Point, and KKM Theorem
... However, all the existing results only provide sufficient conditions. Besides, they are based on rel- atively strong topological structure, especially like the convexity, but not based on a general topolog- ical space. ... See full document
18
Auxiliary principle and fuzzy variational like inequalities
... KKM theorem, Nadler’s fixed point theorem, and some new analytic techniques, some existence theorems and some iterative approxi- mation schemes for solving this kind of fuzzy ... See full document
16
Semigroup compactifications by generalized distal functions and a fixed point theorem
... relating the existence of left Invariant means on these algebras to the existence of fixed points of certain affine flows, we prove the related fixed point theorem... Let S be a semitopo[r] ... See full document
8
On the structure of support point sets
... characterize the support points of certain families of analytic functions... KEY WORDS AND PHRASES: Support point, Extreme point, Choquet’s Theorem.[r] ... See full document
6
Application of Fixed Point Theorem and Error Bounds
... mean-value theorem and the given condi- tion , g x ( ) is a contraction mapping of the complete metric space k into itself ...unique fixed point u of g in k , ... See full document
6
Fixed Point Theorem of Ciric-Pata Type
... Abstract. In this article, we proved a fixed point theorem of Ćirić-Pata type in metric space. This result extends several results in the existing literature. Moreover, an example is given in the ... See full document
7
Generalized Fixed Point Theorem for Quasi Contractions
... a fixed point theorem for generalized quasi-contractions of D*-metric spaces have been ...Generally fixed point theorems were established for self maps of metric ...Certain fixed ... See full document
7
Maximal and minimal point theorems and Caristi's fixed point theorem
... [14, Theorem 1] includes the results appearing in ...[14, Theorem 1] is proved by Caristi ’ s fixed point theorem, then the results of [9,12-14]are equivalent to Caristi’s fixed ... See full document
6
Remarks on Extensions of the Himmelberg Fixed Point Theorem
... Theorem 2.1. Let X be a subset of a t.v.s. and Y an almost convex dense subset of X . Let T : X E be an l.s.c. (resp., a u.s.c.) map such that T(y) is convex for all y ∈ Y . If there is a totally bounded subset K ... See full document
5
A selection and a fixed point theorem and an equilibrium point of an abstract economy
... TARAFDAR, E., A fixed point theorem and equilibrium point of an abstract economy; Journal of Mathematical Economics 20 1991 211-218 On the existence of equilibria in economics with infin[r] ... See full document
6
Duan's fixed point theorem: Proof and generalization
... transformation since this requires finding the roots of the characteristic polynomial. In applying Theorem 3.1 to show L( f ) = 0, however, it is only necessary to show that − 1 and 1 are not roots of the ... See full document
10
On new generalizations of Smarzewski’s fixed point theorem
... In , Browder [], Kirk [] and Göhde [] proved respectively that every nonex- pansive mapping T from a nonempty weakly compact convex subset K of a uniformly convex Banach space X into itself has a fixed ... See full document
10
A fixed point theorem in modular metric spaces
... [8] V. V. Chistyakov, Modular metric spaces generated by F-modulars, Folia Math. 14 (2008), 3-25. [9] V. V. Chistyakov, Modular metric spaces I. basic conceps, Nonlinear Anal. 72 (2010), 1-14. [10] V. V. Chistyakov, ... See full document
8
Related subjects