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Given an n_n board, after how many moves are we guaranteed to find a solution? One trivial upper bound is: n_n. It's pretty obvious that you can always solve the board with n*n moves. But I'm pretty sure that there is a much smaller upper bound, hopefully a linear one.
The text was updated successfully, but these errors were encountered:
Given an n_n board, after how many moves are we guaranteed to find a solution? One trivial upper bound is: n_n. It's pretty obvious that you can always solve the board with n*n moves. But I'm pretty sure that there is a much smaller upper bound, hopefully a linear one.
The text was updated successfully, but these errors were encountered: