I am trying to code my own sudoku solver as a self-learning project. By specifying a random state seed, I can ensure that a randomized 9x9
board containing 25 0
's will be solved without the use of a backtrack. When specifying 26 0
's, the algorithm gets stuck during a backtrack. This is because my algorithm is recursive - for each empty 0
cell, the algorithm first finds the most optimal cell (in terms of uniqueness, not in terms of sums). When back-tracking, the algorithm repeatedly revisits the same 2 optimal cells. I am wondering about the best approach forward.
Approach 1:
Add additional methods to determine the optimal cell in terms of sums.
Approach 2:
Randomize the locations of the 0
cells at each iteration.
Any information about this would be helpful. This question contains no code because it is a bit long and not necessary to discuss the question. If there is a more appropriate place to ask this, let me know.
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