Let's generate a solution by iterating through each square in the Sudoku board (where for 4x4 there is 4 square, for 9x9 there is 9) for each number and fill it one by one while checking for the validity of the cell we're putting it. (To preserve the validity of the Sudoku board) Board size divided by square count should equal to the square count.The square count is an integer and have a value of more than 0.The board size is an integer and have a value of more than 0. Board size is referenced to the width of the Sudoku board.Square is referenced to each square inside the Sudoku board.Generating a uniquely solvable game board from a puzzle.Generating a full/solved Sudoku puzzle where every cell has a valid value and respects the board size.I believe that the goal can be achieved in a reduced 2 step process. Our goal in this blog post is to create a thought process and a basic algorithm for generating a solvable Sudoku puzzle with a unique solution and have the flexibility to introduce difficulty level later on to the algorithm. Each board cell should be unique in their corresponding row, column and their square.Īn example Sudoku puzzle with a solution The Goal. (For the sake of simplicity, I won't be covering difficulty in this post)
0 Comments
Leave a Reply. |
Details
AuthorWrite something about yourself. No need to be fancy, just an overview. ArchivesCategories |