- #1
Brad_Ad23
- 502
- 1
Just an idle question I suppose...but we all know one can represent a chessboard as an 8 by 8 matrix. Let white be positive and black be negative.
Pawns are 1's
Rooks are 2's
Knights are 3's
Bishops are 4's
Queens are 5's
Kings are 6's
empty spaces are 0's
Is there any way to use matrices and their transformations of when you make a move to determine what the next optimal move is based off of the original matrix?
Pawns are 1's
Rooks are 2's
Knights are 3's
Bishops are 4's
Queens are 5's
Kings are 6's
empty spaces are 0's
Is there any way to use matrices and their transformations of when you make a move to determine what the next optimal move is based off of the original matrix?