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A novel Sudoku solving technique using column based permutation

机译:一种基于列置换的数独求解新技术

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摘要

“Sudoku” is the Japanese abbreviation of “Suuji wa dokushin ni kagiru”, which means “the numbers must occur only once”. It is a challenging and interesting puzzle that trains our mind logically. In recent years, solving Sudoku puzzles has become a widespread phenomenon. The problem of solving a given Sudoku puzzle finds numerous applications in the domain of Steganography, Visual Cryptography, DNA Computing, Watermarking, etc. Thus, solving the Sudoku puzzle in efficient manner is very important. However, incidentally all the existing Sudoku solving techniques are primarily either guess based heuristics or computation intensive soft computing methodologies. They also solve the puzzle by traversing on each and every individual cell. In this paper, a novel Sudoku solving technique is proposed which solves Sudoku puzzles without guessing a cell and by generating only the desired permutations among columns, which consist of only groups of cells.
机译:“ Sudoku”是日语中的“ Suuji wa dokushin ni kagiru”的缩写,表示“数字只能出现一次”。这是一个具有挑战性和有趣的难题,可以从逻辑上训练我们的思维。近年来,解决数独难题已成为一种普遍现象。解决给定数独难题的问题在隐写术,视觉密码术,DNA计算,水印等领域中得到了许多应用。因此,有效解决数独难题非常重要。但是,顺便说一下,所有现有的数独求解技术主要是基于猜测的启发式方法或计算密集型软计算方法。他们还通过遍历每个单元格来解决难题。在本文中,提出了一种新颖的数独求解技术,该算法可在不猜测单元格的情况下仅通过在仅由单元格组组成的列之间生成所需的排列来解决数独难题。

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