Stalemate = checkmate = win.
Legal move that causes repeat position = illegal. (At least, certainly if three-fold).
Rendered without sufficient checkmating material = loss.
So, by capturing the last of (a piece comprising part of) this list of your opponent's; a queen, a rook, a bishop pair, a knight triad (lol), a knight+bishop duo, or a pawn; you win the same as if you checkmated (or stalemated) your opponent. By being reduced to only a bare king (plus possibly either a(nti-paired) bishop(s) or 1 or 2 knights), you lose the same as if checkmated.
I suppose if it comes down to being impossible to move without causing a repeat position, that *could* end up having to be a draw; if move parity would favor one side too strongly over the other as a result of this in particular being a loss condition.
Would these changes necessarily make white's advantage any stronger than it currently is (or I suppose, as much as I doubt it; tip the balance too far in black's favor)? Are there any undefined game state conditions I didn't think of that could arise under these changes?
For as many times as the subject question has surely been asked, has anyone else come up with (these) specifics for how to potentially remove the draws from chess?
Legal move that causes repeat position = illegal. (At least, certainly if three-fold).
Rendered without sufficient checkmating material = loss.
So, by capturing the last of (a piece comprising part of) this list of your opponent's; a queen, a rook, a bishop pair, a knight triad (lol), a knight+bishop duo, or a pawn; you win the same as if you checkmated (or stalemated) your opponent. By being reduced to only a bare king (plus possibly either a(nti-paired) bishop(s) or 1 or 2 knights), you lose the same as if checkmated.
I suppose if it comes down to being impossible to move without causing a repeat position, that *could* end up having to be a draw; if move parity would favor one side too strongly over the other as a result of this in particular being a loss condition.
Would these changes necessarily make white's advantage any stronger than it currently is (or I suppose, as much as I doubt it; tip the balance too far in black's favor)? Are there any undefined game state conditions I didn't think of that could arise under these changes?
For as many times as the subject question has surely been asked, has anyone else come up with (these) specifics for how to potentially remove the draws from chess?