stochastically stable. We present a 'centipede-trust game', where we prove that both the backward induction equilibrium component and …

stochastically stable. We present a `centipede-trust game', where we prove that both the backward induction equilibrium component and …

stochastically stable. We present a 'centipede-trust game', where we prove that both the backward induction equilibrium component and … ; backward induction equilibrium ; Nash equilibrium components ; best-reply dynamics …

induction equilibrium is evolutionarily stable for large populations. … from zero. Here it is shown that one can dispense with this last condition. In particular, it follows that the backward …