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Topological fractals revisited
Published 30 Sep 2022 in math.GN and math.DS | (2209.15394v2)
Abstract: We prove that every Peano continuum with uncountably many local cut points is a topological fractal. This extends some recent results and it partially answers a conjecture by Hata. We also discuss the number of mappings which are necessary for witnessing the structure of a topological fractal.
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