Four notions of distributional chaos, namely DC1, DC2, DC 2 1 2 and DC3, are studied
within the framework of operators on Banach spaces. It is known that, for general dynamical …

A chaos particle swarm optimization (CPSO) algorithm based on the chaos operator (CS) is
proposed for global optimization problems and parameter inversion of the nonlinear sun …

In this paper, sufficient conditions for the direct sum of countable linear operators on Banach
spaces to be Li–Yorke chaotic (distributionally chaotic) are presented. These conditions …

In this paper it is proved that the backward shift operator on the Köthe sequence space
admits a pair which is not asymptotic, if and only if it has an uncountable invariant epsilon …

We study syndetic sensitivity and mean sensitivity for linear dynamical systems. For the
syndetic sensitivity aspect, we obtain some properties of syndetic sensitivity for adjoint …

Devaney Chaos and Distributional Chaos in the Solution of Certain Partial Differential
Equations - Barrachina - 2012 - Abstract and Applied Analysis - Wiley Online Library Skip to …

In this paper, mean Li-Yorke chaos and mean sensitivity are investigated in non-
autonomous discrete systems (X, f 1,∞), where f 1,∞={fi} i≥ 1 is a sequence of self-maps on …

The aim of this paper is to study dense chaos and densely chaotic operators on Banach
spaces. First, we prove that a dynamical system is densely δ-chaotic for some δ> 0 if and …

It is well known that a finite-dimensional linear system cannot be chaotic. In this article, by
introducing a weak topology into a two-dimensional Euclidean space, it shows that Li–Yorke …

Full article: Li–Yorke chaos of translation semigroups Skip to Main Content Taylor and Francis
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