Nash Equilibrium, named after John Forbes Nash (Who proposed Nash Equilibrium) is a state of equilibrium where each player in the game chooses his or her optimal strategy, given the strategy chosen by the other player. In Nash Equilibrium, optimal strategy/optimal outcome is a condition where no player in the game has an incentive to choose another strategy after considering the opponents strategy.
A game may have multiple Nash equilibriums or none at all.
Nash Equilibrium is highly significant in game theory and has a great number of applications in economics.
Graduate Tutor’s Economics Tutor group consist of tutors who are well versed in Nash Equilibrium.
A few topics related to Nash equilibrium as seen in B schools are listed below.
- Payoff Matrix
- Zero Sum Game
- Non-Zero Sum Game
- Dominant Strategy
- Prisoner’s Dilemma
- Nash Equilibrium
Tutors at Graduate Tutor are well placed to tutor all topics related to Nash Equilibrium, in great detail.
Graduate Tutor's expert tutors consist of MBA, CPAs or CFAs who can provide you Nash equilibrium homework help tutoring in addition to other economics/game theory tutoring. Email us for more information.
