#3104
"I don't even know what you mean by "absolute knowledge". "
++ AlphaZero was fed nothing but the Laws of Chess, or axioms in your lingo. It then calculated i.e. performed a large number of boolean operations. Thus it acquired chess knowledge. Thus that acquired knowledge follows logically from the axioms.
AlphaZero yields near 100% draws in autoplay. With more time closer to 100%. That disproves the hypotheses that chess is a forced win for white or for black and sustains that chess is a draw. Even if the axioms are changed to stalemate = win trying to make chess more decisive, that same observation persists. So from the axioms follows by a huge number of logical operations that the game-theoretic value of chess cannot be a win and thus is a draw.
AlphaZero reinivented both antiquated lines like the Berlin and hypermodern lines like the Grünfeld Indian Defence. So a promising strategy in weakly solving chess is to aim for a Berlin Defence against 1 e4 and for a Grünfeld Indian Defence against 1 d4. That is also what most ICCF grandmasters nowadays do.
AlphaZero ranks all 20 possible first moves. From these follows that 1 a4 is not better than 1 d4 or 1 e4. Thus 1 a4 can be disregarded in the weak solution as trivial.
Now purely human reasoning. From Laws of Chess i.e. axioms 3.2, 3.3, 3.4, 3.6, 3.7, 3.8 follows that all pieces except rooks control more squares from the central squares d4, e4, d5, e5 than from any other square. Thus follows that control over those central squares is important. 1 d4 and 1 e4 accomplish that strategic goal. 1 a4 does not. Thus 1 a4 cannot be better than 1 e4 or 1 d4. Thus 1 a4 can be disregarded. It is possible that 1 a4 is a draw just like 1 d4 or 1 e4, but it is not possible that 1 d4 and 1 e4 draw and 1 a4 wins. So 1 a4 does not oppose to black drawing.
Also from the laws of chess i.e. axioms follows that an advantage of 1 pawn is per 4.6 ceteris paribus sufficient to win. Thus an advantage of 1 piece is ceteris paribus sufficient to win too: trade the extra piece for a pawn. There are many exceptions. Now 1 e4 e5 2 Ba6 loses a bishop. There is no compensation of any kind. So that position is lost for white. So the line 1 e4 e5 2 Ba6 can be disregarded. 2 Ba6 does not even draw, it loses. So it does not oppose to black drawing.
You can show it already. All somebody has to do is resign and it's a forced win.