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determinewin.m
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78 lines (72 loc) · 2.47 KB
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function win=determinewin(Board)
% This function checks for simple winning states between AI and its
% opponent and draw state.
% Format of Call: determinewin(Board)
% Returns win
% MH1401 ALGORITHMS & COMPUTING I Project
% Initialises win as 0
win=0;
% Obtains dimensions of Board from Board itself.
[r,c]=size(Board);
% Executes the first part for Board Pentago 6x6
if r==6 && c==6
for i = 1:6 % Checks through 1st row to the 6th.
if sum(Board(i,1:5)==1)==5 || sum(Board(i,2:6)==1)==5 % Check win for player 1 rows
win=1;
break
elseif sum(Board(i,1:5)==2)==5 || sum(Board(i,2:6)==2)==5
win=2;
break
elseif sum(Board(i,1:5)==3)==5 || sum(Board(i,2:6)==3)==5 % Check win for AI rows
win=3;
break
end
end
for j=1:6
if sum(Board(1:5,j)==1)==5 || sum(Board(2:6,j)==1)==5 % Check win for player 1 columns
win=1;
break
elseif sum(Board(1:5,j)==2)==5 || sum(Board(2:6,j)==2)==5
win=2;
break
elseif sum(Board(1:5,j)==3)==5 || sum(Board(2:6,j)==3)==5 % Check win for AI columns
win=3;
break
end
end
for k=-1:1 % k refers to the diagonal index for diag built in function (-1 to 1 are diagonals that have at least 5 pieces in a line)
d=diag(Board,k); % main diagonals of Board
e=diag(rot90(Board),k); % anti-diagonals of Board
if k==0 % Main diagonal and main anti-diagonal check win for player 1
if sum(d(1:5)==1)==5 || sum(e(1:5)==1)==5 || sum(d(2:6)==1)==5 || sum(e(2:6)==1)==5
win=1;
break
end
elseif sum(d(1:5)==1)==5 || sum(e(1:5)==1)==5
win=1;
break
end
if k==0
if sum(d(1:5)==2)==5 || sum(e(1:5)==2)==5 || sum(d(2:6)==2)==5 || sum(e(2:6)==2)==5
win=2;
break
end
elseif sum(d(1:5)==2)==5 || sum(e(1:5)==2)==5
win=2;
break
end
if k==0 % Main diagonal and main anti-diagonal check win for AI
if sum(d(1:5)==3)==5 || sum(e(1:5)==3)==5 || sum(d(2:6)==3)==5 || sum(e(2:6)==3)==5
win=3;
break
end
elseif sum(d(1:5)==3)==5 || sum(e(1:5)==3)==5
win=3;
break
end
end
end
if sum(any(Board==0))==0 && win==0 % Check win for draw state.
return
end
end