“ExampleOfPlanarGraphWithTwoDifferentEmbeddingsIntoThePlane”的概念、定义、习题解题方法及翻译-数学辞典

单词	ExampleOfPlanarGraphWithTwoDifferentEmbeddingsIntoThePlane
释义	example of planar graph with two different embeddings into the plane Consider the following two plane graphs: The plane graph $G_{1}$ . The plane graph $G_{2}$ . Clearly the multigraph associated with each of these plane graphs is the same, but the two plane graphs are not isomorphic: in $G_{1}$ , every face is adjacent to the central region, while in $G_{2}$ there is no face adjacent to every other. This also implies that their dual graphs are non-isomorphic.
随便看	BooleInequality Boole inequality BooleInequalityProofOf Boole inequality, proof of BorelBottWeilTheorem Borel-Bott-Weil theorem BorelCantelliLemma Borel-Cantelli lemma BorelFunctionalCalculus Borel functional calculus BorelGroupoid Borel groupoid BorelGspace Borel G-space BorelIsomorphism Borel isomorphism BorelMeasure Borel measure BorelMorphism Borel morphism Borelsigmaalgebra BorelSpace Borel space BorelSubalgebra Borel subalgebra

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example of planar graph with two different embeddings into the plane