Earlier quoted context omitted.
You’re dramatically overstating the advantage Carlsen had in Game 12. It was not decisive or obvious in any way and afterwards various engines played out the position to a draw. It might have been possible to win, but it might also have been possible to blunder and miss the chance to go to rapid tie breaks (a format where Carlsen had the advantage). You’re also not doing Caruana justice. He worked Carlsen into badly…
> You’re dramatically overstating the advantage Carlsen had in Game 12. It was not decisive or obvious in any way and afterwards various engines played out the position to a draw. You're misstating the results of the Game 12 replays (see: https://www.chess.com/computer-chess-championship , which is pitting numerous engines against each other in the position at Game 12's resignation). It's currently +3-18=14. That's 3…
Today’s games stand at +3-0=0 or, taking the last game as the draw it would have been if Caruana didn’t have to win, at +2-0=1.
I haven’t done the math, but I’m sure taking a “best of four” sample from the distribution that was taken from gives you better odds than taking a n=1 sample from the distribution that gave you +3-18=14 (about 9% chance of losing, about 50% of winning’, followed by (if that draw is a tied game) that n=4 sample.
And that’s ignoring the fact that that +3-18=14 is from machines that are way different from humans. When given a chess position that’s like a minefield, with a single winning sequence of 40 moves, and all other moves a loss, a computer will happily declare the position a certain win, but chances are no human will find that winning sequence.