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Precoloring extension information


In graph theory, precoloring extension is the problem of extending a graph coloring of a subset of the vertices of a graph, with a given set of colors, to a coloring of the whole graph that does not assign the same color to any two adjacent vertices.

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Precoloring extension

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In graph theory, precoloring extension is the problem of extending a graph coloring of a subset of the vertices of a graph, with a given set of colors...

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Sudoku graph

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puzzle. The problem of solving a Sudoku puzzle can be represented as precoloring extension on this graph. It is an integral Cayley graph. On a Sudoku board...

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Indifference graph

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doi:10.1016/j.ipl.2009.07.010, MR 2552898. Marx, Dániel (2006), "Precoloring extension on unit interval graphs", Discrete Applied Mathematics, 154 (6):...

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Taking Sudoku Seriously

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to its solution, one involving graph coloring (more precisely, precoloring extension of the Sudoku graph) and another involving using the Gröbner basis...

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