Sentence examples for binary payoffs in the from inspiring English sources

Boolean games allow us to succinctly represent strategic games with binary payoffs in the case where the players' preferences have a structure readily expressible in propositional logic.

Payoffs in the generic game denote the temptation to defect (T), the reward for mutual cooperation (R), punishment for mutual defection (P), and the sucker's payoff (S).

Subtract the payoff for that action from the best payoff in the row.

Consider 1000 payoff matrices with fixed payoffs plus normally distributed errors (~ N (0, 1)), with variance equal to the spacing between the payoffs in an arbitrary PD matrix (e.g. 3, 4, 5, 6).

The payoffs go in the obvious way.

Just putting the payoffs in.

Let's put the payoffs in.

Let's just put the payoffs in.

So let's put the payoffs in here.

The payoffs in this game are as follows.

So what are the payoffs in this equilibrium?