Topological Structure of QWG(f) Set
IOS Press, 2022
Online
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Zugriff:
According to the definition of quasiweak almost periodic point, we introduce the definition of QWG(f) in the paper. We studied topological structure of G-quasiweak almost periodic point set. We have the following two results: (1) Let (Y,d′) be a compact G–metric space and f : X → X be equicontinuous. Let {fn}∞n=1 be G-strongly uniform converge to the map f and xk ∈ QWG(fn). If limk → ∞ xk = x, then x ∈ QWG(f); (2) Let (Y,d′) be a compact G-metric space and f : X → X be equicontinuous. If {fn}∞n=1 is G-strongly uniform converge to f, then we have lim sup QWG(fn) ⊂ QWG(f). The conclusions results generalize the corresponding results given in [Journal of Southwest China Normal University: Natural Science Edition 44(2019), 40-44].
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Topological Structure of QWG(f) Set
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Autor/in / Beteiligte Person: | Bei, Caixia ; Ji, Zhanjiang |
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Veröffentlichung: | IOS Press, 2022 |
Medientyp: | unknown |
DOI: | 10.3233/atde220527 |
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