QR 38, 2/27/07 Minimax and other pure strategy equilibria I.Minimax strategies II.Cell-by-cell inspection III.Three players IV.Multiple equilibria or no.
QR 38, 2/22/07 Strategic form: dominant strategies I.Strategic form II.Finding Nash equilibria III.Strategic form games in IR.
The Computational Complexity of Finding a Nash Equilibrium Edith Elkind, U. of Warwick.
Dynamic Games. Overview In this unit we study: Combinations of sequential and simultaneous games Solutions to these types of games Repeated games How.
Game Theory II. Definition of Nash Equilibrium A game has n players. Each player i has a strategy set S i –This is his possible actions Each player has.
An Intro to Game Theory 15-451 Avrim Blum 12/07/04.
Volleyball Hand Signals
Week 4 Nash Equilibrium and Strategic Uncertainty In some games even iterative dominance does not help us predict what strategies players might choose.
ZERO-SUM (TOTAL CONFLICT) GAMES Topic #5. The Payoff Matrix for Zero-Sum Games The payoff matrix for a Game Against Nature has only one number in each.
Lecture 3A Dominance This lecture shows how the strategic form can be used to solve games using the dominance principle.
Volleyball. History - The game of volleyball, originally called "mintonette", was invented in 1895 by William G. Morgan. - Morgan, a graduate of the Springfield.
History -1895 in Holyoke, Massachusetts, William G. Morgan created a new game called Mintonette -The game took some of its characteristics from tennis.
