Restarted Gintis’s Game Theory Evolving
Having loved his longtime collaborator Samuel Bowles’s microeconomics textbook, which contains more than its share of evolutionary game theory, I decided to take another crack at Herbert Gintis’s Game Theory Evolving. This is another of those (frequent) occasions when something that seemed really tricky to me at first suddenly makes a lot of sense. I have no idea why, but payoff matrices for static games have always been really tricky for me to read. Now they’re not. Go figure. The math has certainly never been beyond me; reading Maynard Smith, Bowles, and others suggests that understanding at least the rudiments of the evolutionary theory involves only knowing some basic calculus. Of course proving anything in greater depth requires more work, but nothing at the beginning levels should have confused me.
I also picked up Hofbauer and Sigmund’s Evolutionary Games and Replicator Dynamics — what I take to be a mathematically more-detailed treatment of the problems I’ve been reading about — on Cosma’s recommendation. And also Maynard Smith and Szathmary’s Major Transitions in Evolution (not really related to the subject matter of the other books I’ve mentioned here; it’s related more because Maynard Smith broke a lot of ground in this area, and because I loved his Evolution and the Theory of Games), on which I promptly spilled coffee. The library will soon have a pristine copy from Amazon, and I the sullied one. Not for nothing am I known amongst my college friends as “Sir Spills-A-Lot.”


