iteration processes
On the strong and Δ convergence of new multi step and S iteration processes in a CAT(0) space
... and iteration processes are some of the main tools in the study of fixed point ...and iteration processes that have been introduced and developed by several authors to serve various purposes in ...
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8. Strong Convergence Results for the Jungck-Ishikawa and Jungck-Mann Iteration Processes
... Later, the results of Rhoades [21, 22] were extended by Berinde [2] to an arbitrary Banach space for the same fixed point iteration processes. Several other researchers such as Bosede [3, 4] and Rafiq [19, ...
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13.Some stability theorems for some iteration processes using contractive condition of integral type
... Abstract. In this paper we establish some stability results for Picard and Mann iteration processes in metric space and normed linear space by employing contractive condition of integral type. Our results ...
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Fixed point iteration processes for asymptotic pointwise nonexpansive mapping in modular function spaces
... construction iteration processes for generalized nonexpansive mappings have been successfully used to develop efficient and powerful nu- merical methods for solving various nonlinear equations and variational ...
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Fixed point iteration processes for non Lipschitzian mappings of asymptotically quasi nonexpansive type
... Ishikawa iteration processes for mappings of asymptotically quasi- nonexpansive type in Banach ...Ishikawa iteration processes to converge to fixed points of mappings of asymptotically ...
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On the Ishikawa iteration processes for multivalued mappings in some CAT(κ) spaces
... Ishikawa iteration process for multi- valued mappings was proved by Sastry and Babu [] in a Hilbert ...Ishikawa iteration processes for multivalued mappings has been rapidly developed and many of ...
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On the convergence of iteration processes for semigroups of nonlinear mappings inmodular function spaces
... construction iteration processes for generalized nonexpansive mappings have been successfully used to develop efficient and powerful nu- merical methods for solving various nonlinear equations and variational ...
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Strong Convergence of Modified Implicit Iteration Processes for Common Fixed Points of Nonexpansive Mappings
... Attempts to modify the Mann iteration method (1.1) so that strong convergence is guaranteed have recently been made. Nakajo and Takahashi [8] proposed the following modification of Mann iteration method ...
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Implicit Mann approximation with perturbations for nonexpansive semigroups in CAT(0) spaces
... Mann iteration processes with bounded perturbations for approximating a common fixed point of nonexpansive semigroup in CAT(0) ...Mann iteration schemes with bounded perturbations for a family of ...
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Convergence theorems of common fixed points for some semigroups of nonexpansive mappings in complete CAT(0) spaces
... some iteration processes for one-parameter continuous semigroups of nonexpansive mappings in a nonempty compact convex subset C of a complete CAT(0) space X and prove that the proposed sequence converges to ...
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A new three-step iterative procedure with errors for approximating fixed points of multivalued quasi-nonexpansive mappings
... point iteration processes for approximating fixed points of nonexpansive mappings in Banach spaces have been studied by various authors using the Mann iteration processes or the Ishikawa ...
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A history of inverse iteration
... inverse iteration for real symmetric tridiagonal matrices, they modify three features of TINVIT: choice of starting vectors, convergence criterion, and the decision of when and which iterates to ...
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Stable Iteration Procedures in Metric Spaces which Generalize a Picard-Type Iteration
... the iteration scheme is nonempty by guaranteeing that this is in fact true under contractive mappings, large contractions, or altering- and extended altering-distance functions, 1–4, ...
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A fast algorithm for matrix balancing
... will have a positive solution. Furthermore, we do not know that our Newton method will converge if our initial guess is a long way from the solution. We therefore ap- ply a box constraint inside the inner ...
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Mann iteration converges faster than Ishikawa iteration for the class of Zamfirescu operators
... Based on Definition 1.3, Berinde [3] compared the Picard and Mann iterations of the class of Zamfirescu operators defined on a closed convex subset of a uniformly convex Banach space and concluded that the Picard ...
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On the Stability and Strong Convergence for Jungck Agarwal et al Iteration Procedure
... Ishikawa iteration process in a uniformly convex Banach ...point iteration process are Ostrowski [18], Harder and Hicks [6], Rhoades[20, 21], Osillike[16], Osilike and Udomene[15] ,Jachymski [8] ,Berinde ...
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Picard iteration converges faster than Mann iteration for a class of quasi-contractive operators
... An empirical comparison of Newton, Mann, and Ishikawa iterations over two families of decreasing functions was also reported in [13]. In [4] some conclusions of an empir- ical numerical study of Krasnoselskij, Mann, and ...
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Map of Humanity
... the iteration phases the core layers of the map built up to the follow- ing five different layers; forest, water bodies, buildings, roads and point of ...the iteration phases, there have been explorations ...
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Random iteration methods for strictly pseudo contractive operators
... Ishikawa iteration scheme and Mann iteration scheme ...Ishikawa iteration scheme was introduced in (15). This iteration and also some other random iterations based on the same ideas have been ...
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Pipeline Iteration
... second iteration through the parsing pipeline clearly increases the overall processing time by a factor of two, we also compare against output ob- tained by doubling the coarse-parser’s beam thresh- ...
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