Results 1 to 10 of about 39,404 (114)
On Some Characterizations for Uniform Dichotomy of Evolution Operators in Banach Spaces
The present paper deals with two of the most significant behaviors in the theory of dynamical systems: the uniform exponential dichotomy and the uniform polynomial dichotomy for evolution operators in Banach spaces.
Rovana Boruga (Toma), Mihail Megan
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Advances in Evolutionary Optimization of Quantum Operators
A comparative study is presented regarding the evolutionary design of quantum operators in the form of unitary matrices.A comparative study is presented regarding the evolutionary design of quantum operators in the form of unitary matrices.
Petr Žufan, Michal Bidlo
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On some growth concepts for dichotomic behaviors of evolution operators
The aim of the present paper is to emphasize some growth concepts for the dichotomic behavior of evolution operators in Banach spaces. In fact, we approach the exponential growth, the polynomial growth and the h-growthfor both uniform and nonuniform ...
Toma Rovana Boruga
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EKO: evolution kernel operators
We present a new QCD evolution library for unpolarized parton distribution functions: EKO. The program solves DGLAP equations up to next-to-next-to-leading order.
Alessandro Candido +2 more
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Evolution Problems with m-Accretive Operators and Perturbations
This paper is devoted to the study of perturbation evolution problems involving time-dependent m-accretive operators. We present for a specific class of m-accretive operators with convex weakly compact-valued perturbation, some results about the ...
Charles Castaing +3 more
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Approximating Common Fixed Points of an Evolution Family on a Metric Space via Mann Iteration
In this article, we present the set of all common fixed points of a subfamily of an evolution family in terms of intersection of all common fixed points of only two operators from the family; that is, for subset M of L, we have FM=FYϱ1,0∩FYϱ2,0, where ϱ1
Liang Luo +4 more
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On uniform exponential splitting for noninvertible evolution operators in Banach Spaces
The paper considers the general concept of uniform exponential splitting as a generalization of uniform exponential dichotomy property for evolution operators in Banach spaces.
Mihiţ Claudia Luminiţa +2 more
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On (h; k)-Dichotomy and (h; k)-Trichotomy of Noninvertible Evolution Operators in Banach Spaces
The paper considers some concepts of (h, k)-dichotomy and (h, k)-trichotomy for noninvertible evolution operators in Ba- nach spaces. A characterization of the (h, k)-trichotomy of an evolution operator in terms of (h, k)-dichotomy for two associated ...
Kovács Monteola Ilona +2 more
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(h, k)-Dichotomy and Lyapunov Type Norms
The paper considers a general concept of nonuniform (h, k)-dichotomy for evolution operators in Banach spaces. Two characterizations of this concept in terms of some families of norms compatible with the dichotomy projectors are given.
Crai Violeta, Megan Mihail
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In this study, we establish some results for strong convergence of a sequence to a common fixed point of a subfamily of a nonexpansive and periodic evolution family of bounded linear operators acting on a closed and bounded subset J of a strictly convex ...
Gul Rahmat +4 more
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