Sudokutxt contains a 9 times 9 matrix solution to a Sudoku p
Solution
check.m (File to do the checking)
function iscorrect = check(mat)
 %row check
 for j=1:9
     vals = zeros(9);
     for i=1:9
         vals(i) = mat(i,j);
         if vals(i)<=0 || vals(i)>9
             iscorrect = false;
         end
     end
     for p=1:9
         for q=1:9
             if (p~=q)
                 if vals(p) == vals(q)
                     iscorrect = false;
                 end
             end
         end
     end
 end
%column check
 for j=1:9
     vals = zeros(9);
     for i=1:9
         vals(i) = mat(j,i);
         if vals(i)<=0 || vals(i)>9
             iscorrect = false;
         end
     end
     for p=1:9
         for q=1:9
             if (p~=q)
                 if vals(p) == vals(q)
                     iscorrect = false;
                 end
             end
         end
     end
 end
%block check
 for j=1:9
     vals = zeros(3,3);
     for i=1:9
         vals(mod(i,3)+1,mod(j,3)+1) = mat(i,j);
         if vals(mod(i,3)+1,mod(j,3)+1)<=0 || vals(mod(i,3)+1,mod(j,3)+1)>9
             iscorrect = false;
         end
     end
     for p=1:3
         for q=1:3
             for r=1:3
                 for s=1:3
                     if (p~=r && q~=s)
                         if vals(p, q) == vals(r, s)
                             iscorrect = false;
                         end
                     end
                 end
             end
         end
     end
 end
iscorrect = true;
sudoku.m (File to load the sudoku and run the script)
sud = load(\'Sudoku.txt\');
 mat = zeros(9,9);
 for i=1:9
     for j=1:9
         mat(j,i) = sud(9*(i-1)+j);
     end
 end
 if check(mat)==true
     disp(\'The sudoku is correctly solved.\');
 else
     disp(\'Incorrect\');
 end


