The Nash equilibrium for both stores is
a. For megastore to advertise and for superstore to advertise
b. For megastore to advertise and for superstore not to advertise
c. For megastore not to advertise and for superstore to advertise
d. For megastore not to advertise and for superstore not to advertise
Question 2
In a mixed-strategy Nash equilibrium, a player is willing to randomize because:
a. this confuses opponents.
b. he or she is indifferent between the actions in equilibrium.
c. the actions provide the same payoffs regardless of what the other player does.
d. he or she does not know what the other player is doing.
Wilson and Simberloff's experiments on the equilibrium model of biogeography.
Comparison of reactions at equilibrium and steady state
Othmer’s Equilibrium Still Schematic Diagram
Kinesthesis and Equilibrium
One generation of random mating produces Hardy–Weinberg equilibrium
Hardy–Weinberg Equilibrium Genotype Frequencies for Three Alleles of a Gene