A Unique Mixed Equilibrium
Row chooses a row and Column chooses a column, simultaneously and once. Row's payoffs: Row 1: 3, 1, 5 Row 2: 4, 4, 0 Row 3: 2, 1, 6 Column's payoffs: Row 1: 4, 6, 0 Row 2: 2, 3, 7 Row 3: 7, 6, 4 (The entry in position (i, j) is the payoff to that player when Row plays i and Column plays j.) The game has exactly one Nash equilibrium. What is Row's expected payoff in it? Give a reduced fraction.
Related problems & prerequisites
Worth solving first
- Making the Other Side Indifferent 6.0/10
- A Three-by-Three Value 6.0/10
- Hawk-Dove 6.0/10
Source: Standard bimatrix-game exercise (support enumeration); payoffs original to AxiomIQ.