Mathematics of a Sudo-Kurve

T. Khovanova, Wayne Zhao
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Abstract

Abstract We investigate a type of a Sudoku variant called Sudo-Kurve, which allows bent rows and columns, and develop a new, yet equivalent, variant we call a Sudo-Cube. We examine the total number of distinct solution grids for this type with or without symmetry. We study other mathematical aspects of this puzzle along with the minimum number of clues needed and the number of ways to place individual symbols.
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Sudo-Kurve数学
我们研究了一种称为数独曲线的数独变体,它允许弯曲的行和列,并开发了一种新的,但等效的变体,我们称之为数独立方体。我们研究了具有或不具有对称性的这种类型的不同解网格的总数。我们研究了这个谜题的其他数学方面,以及所需的最小线索数量和放置单个符号的方法数量。
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