Banach fixed point theorem
A new type of contraction in a complete $G$-metric space
... The Banach fixed point theorem for contraction mappings has been generalized and extended in many directions (see [1], [2], [3], [4], [7], [9], [10], [11] and [12]) and the reference ...many ...
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Unique Fixed Point Theorems In Metric Space
... Fixed point theory plays a basic role in applications of many branches of mathematics and other many ...finding fixed point has been studied in several ...metric fixed point ...
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560 MULTIPLE SOLUTIONS FOR AN EQUATION OF KIRCHHOFF TYPE
... the Banach Fixed Point ...the Banach Fixed Point Theorem (details in [12]), the local convergence of algorithms that use the iterative ...
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Almost Periodic Solution for a Lotka-Volterra Recurrent Neural Networks with Harvesting Terms on Time Scales
... and Banach fixed point theorem, this paper is concerned with the problem of the existence and uniqueness of almost periodic solution in a harvesting Lotka-Volterra recurrent neural net- works ...
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Fixed Point Theorems for Weak K-Quasi Contractions on a Generalized Metric Space with Partial Order
... with fixed point results in generalized metric spaces, extended Ciric theorem [7] in generalized metric spaces with less stringent conditions and obtained Banach contraction principle in ...
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FIXED POINT THEOREM IN FUZZY METRIC SPACE FOR SEMI-COMPATIBLE MAPPINGS
... the fixed point theorem of Banach [2] to fuzzy metric ...of fixed point theorems, in particular, for the study of contractive type ...formulate fixed point theorems ...
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Existence and uniqueness of a fixed-point for local contractions
... a fixed-point result using direct arguments that do not require the application of the Banach Contraction Theorem for a specific ...proposed fixed-point result generalizes the ...
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Common Fixed Point Iterations of a Finite Family of Quasi-nonexpansive Maps
... Theorem 1.3 [16, Theorem 1]. Let C be a nonempty closed convex subset of a uniformly convex Banach space X, and T a quasi-nonexpansive selfmap of C satisfying the Condition B. Then, the Ishikawa ...
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Probabilistic G-Metric space and some fixed point results
... of fixed point theory in PM-spaces was due to Schweizer and Sklar [15, ...16]. Fixed point theory has been always an active area of research since 1922 with the celebrated Banach ...
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A Fixed Point Theorem for Multifunctions in Partial Metric spaces
... of fixed point theorems to determine program output from partially defined information, are cited in ...Banach’s fixed point theorem for contraction mappings on complete metric spaces ...
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The existence and the stability of solutions for equilibrium problems with lower and upper bounds
... In this paper, we study a class of equilibrium problems with lower and upper bounds. We obtain some existence results of solutions for equilibrium problems with lower and upper bounds by employing some classical ...
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Test Structure for L1 Cache in Tiled CMPs
... one fixed point attractor, ...0s fixed point attractor, otherwise any one RMT in the RMT sequence sq is active it can not form all 0s ...
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The Hopf Bifurcation and Its Applications
... example, the bottom of the hoop is an attracting fixed point.. for w < W*[r] ...
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VLSI Implementation of Fixed-Point Lattice Wave Digital Filters for Increased Sampling Rate
... Abstract. Low complexity and high speed are the key requirements of the digital filters. These filters can be re- alized using allpass filters. In this paper, design and mini- mum multiplier implementation of a ...
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On the Impossibility of an Exact Imperfect Monitoring Folk Theorem
... It was only in the works of Fudenberg and Levine (1994) and Fudenberg, Levine and Maskin (1994) that such results were obtained. These authors worked on an speci…c type of incomplete information - games with imperfect ...
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Stability for periodic evolution families of bounded linear operators
... Let T : D(T ) ⊂ X → X be a linear operator. The set of all λ ∈ C for what (λI − T ) : D(T ) → X is invertible in L(X), (i.e. there exists L ∈ L(X) such that (λI − T )Lx = x for all x ∈ X and L(λI − T )y = y for all y ∈ ...
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On topological groups with an approximate fixed point property
... a fixed point property. A classical theorem of (Day 1961) says that a topological group G is amenable if and only if every continuous affine action of G on a compact convex subset C of a locally ...
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Coincidence and common fixed point of F-contractions via $CLR_{ST}$ property
... Wardowski, Fixed points of a new type of contractive mappings in complete metric spaces, Fixed Point Theory and Applications (2012) 2012:94, 6 pages, doi: ...[Coincidence Point Theorem ...
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Fixed Points of Quasi-Contractive Type Operators in Normed Spaces by a Three-step Iteration Process
... convergence theorem to approximate fixed points of quasi-contractive operators recently introduced by Berinde by using a three-step iteration process recently given by Suantai ...this theorem we have ...
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Faculdade de Matemática Elis Coimbra de Moura
... Exemplo 2.1.1. Seja X um conjunto não-vazio. Uma funcão f : X K e limitada se sua imagem for um subconjunto limitado de K, ou seja, existe M > 0 tal que | f(x) | < M para todo x G X. O conjunto B(X) de todas as ...
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