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- W3113123054 abstract "Graph partitioning, or the dividing of a graph into two or more parts based on certain conditions, arises naturally throughout discrete mathematics, and problems of this kind have been studied extensively. In the 1990s, Ando conjectured that the vertices of every cubic graph can be partitioned into two parts that induce isomorphic subgraphs. Using probabilistic methods together with delicate recolouring arguments, we prove Ando's conjecture for large connected graphs." @default.
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- W3113123054 date "2020-12-09" @default.
- W3113123054 modified "2023-09-23" @default.
- W3113123054 title "Isomorphic Bisections of Cubic Graphs" @default.
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