Many of the fundamental laws of modern physics are based on laws of symmetry. (Which makes Emmy Noether a founder of modern physics.) Just as the Yin-Yang metaphor offers a way to view and deconstruct existence, symmetry is also a way to understand the world around us.
In the past (here and here, for instance) I’ve looked at various sports in abstract ways designed to bring out commonalities among groups of game types. (For instance, tennis, ping-pong, volley ball, badminton, squash, and racquetball, are all “volley” games with similar operation and constraints.)
Today I’m going to look at symmetry in various sports. As always, of course, focusing on baseball, because it’s so unique.
After another long day at work, I’m watching the Detroit Tigers take on the New York Yankees in game 3 of the ALCS. The Tigers won both earlier games, and I understand no team has come back from an 0-2 start. With Justin Verlander on the mound, the Tigers have a very good shot at winning, which would put the Yankees in an even deeper hole.
Putting a little icing on my oatmeal cookie, the San Francisco Giants beat the St. Louis Cardinals last night, so those two are tied 1-1 in the NLCS. Dare I dream that the World Series will be Giants vs Tigers? (I do, I do!) The Championship series is best of seven, so—assuming the Tigers win tonight—they just need to win one more game.
Tonight I’m republishing an article I wrote earlier this year on my baseball blog. This is about some of the reasons I’ve come to love this sport so much.