On the Number of Sudoku Grids

Sian-Kathryn Jones; Stephanie Perkins; Paul Roach

On the Number of Sudoku Grids

Sian-Kathryn Jones, Stephanie Perkins, Paul Roach

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Abstract

The subject of the number of sudoku grids has sparked much recent attention in Mathematics Today (R. Franklin (October 2012), Charles Evans (April 2013) and Ian Stewart (June 2013)). This feature addresses known results for numbers of sudoku grids of different sizes, and explains how a well formed symmetry group can be used to simplify the enumeration of sudoku grids.

Original language	English
Journal	Mathematics Today
Publication status	Published - Apr 2014

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title = "On the Number of Sudoku Grids",

abstract = "The subject of the number of sudoku grids has sparked much recent attention in Mathematics Today (R. Franklin (October 2012), Charles Evans (April 2013) and Ian Stewart (June 2013)). This feature addresses known results for numbers of sudoku grids of different sizes, and explains how a well formed symmetry group can be used to simplify the enumeration of sudoku grids. ",

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language = "English",

journal = "Mathematics Today",

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AU - Perkins, Stephanie

AU - Roach, Paul

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AB - The subject of the number of sudoku grids has sparked much recent attention in Mathematics Today (R. Franklin (October 2012), Charles Evans (April 2013) and Ian Stewart (June 2013)). This feature addresses known results for numbers of sudoku grids of different sizes, and explains how a well formed symmetry group can be used to simplify the enumeration of sudoku grids.

M3 - Article

SN - 1361-2042

JO - Mathematics Today

JF - Mathematics Today

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On the Number of Sudoku Grids

Abstract

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