I'm attempting to make a sudoku solver for the sake of learning to use recursion. I seem to have gotten most of the code to work well together, but when I run the program, I get a windows error telling me that the program has stopped working. A debug indicates a segmentation fault, and I saw elsewhere that this can be caused by too many recursions. I know this is a brute-force method, but again, I'm more worried about getting it to work than speed. What can I do to fix this to a working level?
struct Playing_grid {
//Value of cell
int number;
//wether the number was a clue or not
bool fixed;
}
grid[9][9];
void recursiveTest(int row, int column, int testing)
{
//first, check to make sure it's not fixed
if(grid[row][column].fixed == false)
{
if((checkRow(testing, row) | checkColumn(testing, column) | checkBox(testing,boxNumber(row,column)) | (testing > 9)) == 0)
{
grid[row][column].number = testing;
moveForward(row,column,testing);
recursiveTest(row, column, testing);
}
else if(testing < 9)
{
testing ++;
recursiveTest(row, column, testing);
}
else if(testing == 9)
{
while(testing == 9)
{
moveBack(row,column,testing);
while(grid[row][column].fixed == true)
{
{
moveBack(row,column,test);
}
}
testing = grid[row][column].number;
recursiveTest(row,column,testing);
}
}
}
else
{
moveForward(row,column,testing);
recursiveTest(row,column,testing);
}
}
void moveForward(int& row, int& column, int& test)
{
if(column < 8)
{
column ++;
}
else if((column == 8) & (row != 8))
{
column = 0;
row ++;
}
else if((column == 8) & (row == 8))
{
finishProgram();
}
test = 1;
}
void moveBack(int& row, int& column, int& test)
{
grid[row][column].number = 0;
if(column > 0)
{
column --;
}
else if((column == 0) & (row > -1))
{
column = 8;
row --;
}
else
{
cout << "This puzzle is unsolveable!" << endl;
}
test++;
}
I tried to include all the relevant pieces. I essentially create a 9x9 matrix, and by this point it is filled with 81 values, where empty slots are written as 0. After confirming the test value is valid in the row, column and box, it fills in that value and moves onto the next space. Whenever it runs to 9 and has no possible values, it returns to the previous value and runs through values for that one.
So as to not overwrite known values, the recursive function checks each time that the value of the grid[row][column].fixed is false.
I'd appreciate any insight as to cleaning this up, condensing it, etc. Thanks in advance!
Edit: To exit the recursive loop, when the function is called to move forward, if it has reached the last cell, it completes (saves + outputs) the solution. The code has been adjusted to reflect this.