2010•Journal of Science of Teachers' College and UniversityRequires access

Stability for some hyperspaces dynamical system

Miao Xiao-qian

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Abstract

Studied the relations between the topology dynamical system(X,d,f) and its induced hyperspace dynamical system(2X,ρ,2f) on equicontinuity when the base space(X,d) is locally compact and second countable metric space.Some new conclusion was obtained.

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What this paper is about

Studied the relations between the topology dynamical system(X,d,f) and its induced hyperspace dynamical system(2X,ρ,2f) on equicontinuity when the base space(X,d) is locally compact and second countable metric space.Some new conclusion was obtained.

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Available abstract

Studied the relations between the topology dynamical system(X,d,f) and its induced hyperspace dynamical system(2X,ρ,2f) on equicontinuity when the base space(X,d) is locally compact and second countable metric space.Some new conclusion was obtained.

Key concepts: Hyperspace, Equicontinuity, Mathematics, Metric space, Dynamical systems theory, Topology (electrical circuits), Dynamical system (definition), Pure mathematics

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