In this article we will present a universal scheme for calculating the minimal number of clues needed for a generalized Sudoku to be uniquely solvable. By using equivalence partitioning and analyzing uniqueness properties of patterns, we will reduce the search space to a feasible size. As a result, we will present the minimal number for 2 × 4 Sudokus.
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Christoph Lass (2012) studied this question.
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