Iterative operators for the date class
On the Strong Convergence Theorem of Noor Iterative Scheme in the Class of Zamfirescu Operators
... three-step iterative scheme gives better numerical results than the two-step and one-step iterative ...three-step iterative scheme lead to highly paralleled algorithms under certain ...three-step ...
6
The Iterative Method of Generalized -Concave Operators
... Liang, “Fixed point theorems for a class of nonlinear operators and their applications,” Acta Mathematica Sinica. Chinese Series, vol[r] ...
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On the convergence of the multi-step Noor fixed point iterative scheme with errors in the class of Zamfirescu operators
... Zamfirescu operators on an arbitrary normed space through the multi-step Noor fixed point iterative scheme with errors in the sense of Plubtieng and Wangkeeree ...Mann iterative processes with errors ...
17
Spectrum of Class Operators
... When T have SVEP at each λ ∈ Ꮿ, say that T has SVEP. This is a good property for operators. If T has SVEP, then for each λ ∈ Ꮿ, λ − T is invertible if and only if it is surjective (cf. [29, 18]). Definition 3.2. ...
10
On the structure of a class of operators
... of operators on a separable, complex, infinite dimensional Hilbert space, specifically from the point of view of properties of the hyperlattice ...of operators, and it is these on which we ...
66
Convergence and stability theorems for the Picard-Mann hybrid iterative scheme for a general class of contractive-like operators
... general class of contractive-like operators introduced by Bosede and Rhoades ...hybrid iterative schemes considered in a real normed linear ...Picard iterative scheme as a ...
8
Convergence analysis of an iterative algorithm for monotone operators
... an iterative algorithm. Strong convergence of the proposed iterative algorithm has been obtained in the framework of Hilbert ...an iterative algorithm is proposed and ...
14
Iterative algorithms for finding the zeroes of sums of operators
... Abstract Let H 1 , H 2 be real Hilbert spaces, C ⊆ H 1 be a nonempty closed convex set, and 0 / ∈ C. Let A : H 1 → H 2 , B : H 1 → H 2 be two bounded linear operators. We consider the problem to find x ∈ C such ...
16
Inequalities for a class of multivariate operators
... a class of generalized multivariate Bernstein operators defined on the ...the operators approximating multivariate continuous functions are simultaneously ...
12
On a new class of fractional operators
... As is well known, systems possessing a memory effect often appear in real world phenom- ena. However, for each type of data we always ask what is the optimal corresponding non- local model to be applied. Moreover, many ...
16
Exponential inequalities for a class of operators
... In Section 3 , we illustrate the main result by proving weight characterizations for the Riemann-Liouville operator with index not less than one, and a Laplace transform type operator.. [r] ...
8
The spectrum of a class of almost periodic operators
... In order to render this paper accessible to a wider audience, we will include the exposition material which has been published by the author in [14, 15, 16, 17, 18, 19]. The organization of this paper is as follows. In ...
25
On a Class of Composition Operators on Bergman Space
... Hankel operators on the Bergman ...natural operators on Hilbert spaces of analytic ...composition operators have attracted much attention (see [5–7]) from operator ...invertible operators C a ...
11
Mutation Operators for UML Class Diagrams
... mutation operators so that they reflect typical defects of the artefact under ...mutation operators for Conceptual Schemas (CS) based on UML Class Diagrams ...the operators are defined in ...
15
On ∗-paranormal contractions and properties for ∗-class A operators
... An operator T ∈ B ( H ) is called a ∗ -class A operator if | T 2 | | T ∗ | 2 , and T is said to be ∗ -paranormal if T ∗ x 2 T 2 x for every unit vector x in H. In this paper, we show that ∗ -paranormal ...
9
A class of φ-concave operators and applications
... a class of operators ...tone operators were introduced by Guo and Lakshmikantham [] in ...monotone operators; for details, see [, , , –] and references ...monotone operators ...
12
Strong Convergence of an Iterative Method for Inverse Strongly Accretive Operators
... converges weakly to some element z of SC, A, where K is the 2-uniformly smoothness constant of E. In this paper, motivated by Aoyama et al. 6, Iiduka et al. 2, Takahahsi and Toyoda 4, we introduce an iterative ...
9
An implicitly defined iterative sequence for monotone operators in Banach spaces
... an iterative sequence, which is implicitly defined by a fixed point theorem for mappings of firmly nonexpansive type, converges strongly to a minimum norm zero point of the given ...
9
Weak convergence of an iterative sequence for accretive operators in Banach spaces
... Let C be a nonempty closed convex subset of a smooth Banach space E and let A be an accretive operator of C into E. We first introduce the problem of finding a point u ∈ C such that Au,J(v − u) ≥ 0 for all v ∈ C, where J ...
13
Iterative schemes for approximating solution of nonlinear operators in Banach spaces
... type iterative scheme by using the generalized f -projection operator for finding a common element in the set of zeroes of a system of maximal monotone operators, the set of fixed points of a totally quasi- φ ...
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