homeomorphic dans le dictionnaire italien Oxford-Paravia

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homeomorphic

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A closed 2-cell embedding is an embedding in which the closure of every face is homeomorphic to a closed disk.
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A common problem in topology is to decide whether two topological spaces are homeomorphic or not.
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As said, the topology is homeomorphic to a circle.
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A precise definition of homeomorphic, involving a continuous function with a continuous inverse, is necessarily more technical.
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In dimensions 1, 2, 3, any pair of homeomorphic smooth manifolds are diffeomorphic.
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It is an example of an order topology in which there are uncountably many pairwise-disjoint homeomorphic copies of the real line.
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In particular, the open unit disk is homeomorphic to the whole plane.
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A space is metrizable if it is homeomorphic to a metric space.
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The clique complex of the graph is then homeomorphic to the surface.
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A 2-cell embedding or map is an embedding in which every face is homeomorphic to an open disk.
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