A subgame perfect Nash equilibrium
A) can be solved by backward induction.
B) is a set of strategies that are a Nash equilibrium in every subgame.
C) is a stronger form of Nash equilibrium.
D) All of the above are correct.

Question

Quizplus · Accepted Answer

A subgame perfect Nash equilibrium is indeed a stronger form of Nash equilibrium that applies to every subgame of the original game, and it can be found using backward induction. This makes all the given statements correct.

A Subgame Perfect Nash Equilibrium