On Morvec’s paradox, chess and Go are quite different from math and physics. Chess and Go are both finite games (a finite number of pieces, on a finite board, with a finite number of open moves at every point in a games) with a small geometrically simple footprint. That is not true for either math or physics. Both are radically open-ended and unbounded, though math has no physical footprint at al
On Morvec’s paradox, chess and Go are quite different from math and physics. Chess and Go are both finite games (a finite number of pieces, on a finite board, with a finite number of open moves at every point in a games) with a small geometrically simple footprint. That is not true for either math or physics. Both are radically open-ended and unbounded, though math has no physical footprint at al