Showing posts with label Nash equilibrium. Show all posts
Showing posts with label Nash equilibrium. Show all posts

Tuesday, July 18, 2017

Erica Klarreich — In Game Theory, No Clear Path to Equilibrium


Game theory in math and economics.

Quanta Magazine
In Game Theory, No Clear Path to Equilibrium
Erica Klarreich

Monday, May 25, 2015

Joshua Gans — Economics in One Lesson: Nash

Indeed, even opportunity cost can be rarely computed without working out the full equilibrium of a path not taken. This is why, if I were to re-write Economics in One Lesson, it is Nash equilibrium that would be the lesson and not opportunity cost.
John Quiggin, are you listening?

Digitopoly
Economics in One Lesson: Nash
Joshua Gans | Jeffrey Skoll Chair in Technical Innovation and Entrepreneurship at the Rotman School of Management, University of Toronto
ht Mark Thoma at Economists View

Also

Econospeak
Gnash Equilibrium
Sandwichman

Read Barkley Rosser's comment, too. I considered writing my doctoral dissertation on the subject that he comments on at the behest of one of my professors who was interested in working on the ethical prospect of it, but didn't have the time himself. The US strategists were "crazy rational" then, as they had already demonstrated in the Vietnam conflct.

The problem I have with this approach is that games are defined by rules — like <a href="http://calvinandhobbes.wikia.com/wiki/Calvinball">Calvinball</a>. Fine when the rules are explicit, but in social games they seldom are, or there are parties able to change the rules. Often parties to the "same game" are playing by different rules. So one parties tries to guess with the other party is thinking about the game, assuming "rationality." How? By introspection.