A) obtain the highest benefit, regardless of its rivals’ actions.
B) transform a negative-sum game into a positive-sum game.
C) transform a zero-sum game into a positive-sum game.
D) escape from a Prisoners’ Dilemma situation.
ANSWER:
A
A) obtain the highest benefit, regardless of its rivals’ actions.
B) transform a negative-sum game into a positive-sum game.
C) transform a zero-sum game into a positive-sum game.
D) escape from a Prisoners’ Dilemma situation.
ANSWER:
A