[PDF] Top 20 Propiedades mecánicas de mezclas bituminosas en caliente fabricadas con áridos reciclados de residuos Silestone®
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Data dependence for four-step fixed point iterative scheme allocating via contractive-like operators
... the Four-step fixed point iterative scheme by Noor iterative scheme defined by ...Ishikawa iterative scheme defined by (4.6), Mann Iterative ... See full document
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Data dependence results of new multi-step and S-iterative schemes for contractive-like operators
... of contractive-like operators. We also prove some data dependence results for these new iteration and S-iteration schemes for contractive-like ... See full document
10
Data Dependence for Ishikawa Iteration When Dealing with Contractive-Like Operators
... The data dependence abounds in literature of fixed point theory when dealing with Picard- Banach iteration, but is quasi-inexistent when dealing with Mann-Ishikawa ...only ... See full document
12
Data Dependence of Some New Iterative Schemes for Quasi Contractive Operators
... [9] J.O. Olaleru, H. Akewe,” On multistep iterative scheme for approximating the common fixed points of contractive-like operators”, Int. Journal of Mathematics and mathematical ... See full document
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4. Some results on implicit multistep fixed point iterative schemes for contractive-like operators in convex metric spaces
... and data dependence results for multistep fixed point itera- tive schemes using a class of contractive-like operators in convex metric ... See full document
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Data Dependence of Noor and SP Iterative Schemes when dealing with Quasi Contractive Operators
... on data dependence for Picard iteration are in [2, 16]. Data dependence for Mann and Ishikawa iterations using contraction condition ...[17,18]. Data dependence for Ishikawa ... See full document
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On the general principle of multi-step fixed point iterative schemes
... on fixed point theory was established by Polish Mathematician Stefan Ba- nach [5] in ...Banach fixed point theorem or Contraction mapping theorem. Banach fixed point theorem has ... See full document
10
Iterative Process for an α- Nonexpansive Mapping and a Mapping Satisfying Condition(C) in a Convex Metric Space
... one−step iterative process for an α − nonexpan- sive mapping and a mapping satisfying condition (C) in the framework of a convex metric ...the iterative process to the common fixed ... See full document
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Path Planning for Mobile Robot using 4EGSOR via Nine Point Laplacian (4EGSOR9L) Iterative Method
... goal point, three starting points and varying number of obstacles (L, T and Boxes ...were fixed with high temperature values, whereas the goal point was set to very low temperature, and all other ... See full document
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F(S) VI(C,A) Let uC and let B be a strong
... of fixed points of T. A mapping f : C C is said to be contractive with coefficient (0,1), if f (u) f (v) u v , u, v ...new iterative schemes for finding element in F(S) VI(C, B), ... See full document
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Convergence and Stability Results for CR –iterative Procedure using Contractive like Operators
... By using computer programs in C++ the comparison of the rate of convergence of CR, SP and Noor iterative procedures to a fixed point of T is shown in the following table, with x 0 0.9 and a n ... See full document
158
The fixed point theorems of 1-set-contractive operators in Banach space
... new fixed point theorems for semi-closed 1- set-contractive operators and existence theorems of solutions for the equation Ax = μx which generalize a great deal of well-known results and ... See full document
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Extragradient method for convex minimization problem
... our iterative scheme ...al.’s iterative one (.). Here, Xu’s iterative scheme in [, Theorem ...our four-step iterative scheme ...fixed point problem ... See full document
8
10. On the Convergence of Modified Three-Step Iteration Process for Generalized Contractive-Like Operators
... Jungck-Ishikawa iterative process used in [13] is a special case of the modified three-step iterative scheme ...generalized contractive-like operator ... See full document
6
Random Fixed Point Theorem for Weakly Compatible Mappings under Implicit Relation in Cone Random Metric Spaces
... some fixed point theorems of con- tractive mappings on complete cone metric space with the as- sumption of normality of a ...of fixed points and common fixed points of mappings satisfying ... See full document
12
Common Fixed Point of Four Mapping With Contractive Modulus on Cone Banach Space
... the fixed point theorems of a contraction mapping for cone metric spaces; Any mapping T of a complete cone metric space X into itself that satisfies, for some 0 ≤ k < 1, the inequality d ( Tx, Ty ) ≤ kd ... See full document
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A new common fixed point theorem in ordered b-metric-like spaces
... Example 2.3. Let X = [0, ∞) be equipped with the b-metric-like d(x, y) = (x + y) 2 for all x, y ∈ X , where b = 2. Define a relation on X by x y iff y ≤ x, the functions f , g : X → X by f x = ln(1 + 13 x ) and f ... See full document
6
(G.$\psi$)-Ciric-Reich-Rus contraction on metric space endowed with a graph
... One of the most attractive areas of the fixed point theory is the existence of fixed points in a metric space respect to a given graph. Recently Jachymski [? ] has given some generalizations of the ... See full document
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Fixed Point Theorems for T-Ciric Quasi-contractive Operator in CAT(0) Spaces
... Theorem 2.1. Let C be a nonempty closed convex subset of a complete CAT(0) space. Let S, T : C → C be two commuting mappings such that T is continuous, one-to-one, sub- sequentially convergent and S: C → C is a T-Ciric ... See full document
13
Iteration scheme for common fixed points of hemicontractive and nonexpansive operators in Banach spaces
... Proof Suppose that x ∗ is the solution of the system Sx = f = Tx. Define G, G : X → X by Gx = f + (I – S)x and G x = f + (I – T )x, respectively. Since S and T are nonexpansive and uniformly continuous φ -strongly ... See full document
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