Question

Consider the 4x4 game depicted below, a variant of game G2 from Exercise 14, with the only difference that a player now gets utility 3 if he plays Rock against Scissors and accordingly utility -3 if he plays Scissors against Rock. R P S W R 0,0 -1,1 3,-3 -1,1 P 1,-1 0,0 -1,1 1,-1 S -3,3 1,-1 0,0 -1,1 W 1,-1 -1,1 1,-1 0,0 Compute a maximin strategy for one of the players. Please provide the strategy in the following format (no whitespaces, probabilities as irreducible fractions): (pR,pP,pS,pW) Example: If the maximin strategy you found were [1/3:R, 2/3:P, 0:S, 0:W], you should submit the following (without whitespace!): (1/3,2/3,0,0)

          Consider the 4x4 game depicted below, a variant of game G2 from Exercise 14, with the only difference that a player now gets utility 3 if he plays Rock against Scissors and accordingly utility -3 if he plays Scissors against Rock.

	R	P	S	W
R	0,0	-1,1	3,-3	-1,1
P	1,-1	0,0	-1,1	1,-1
S	-3,3	1,-1	0,0	-1,1
W	1,-1	-1,1	1,-1	0,0

Compute a maximin strategy for one of the players.
Please provide the strategy in the following format (no whitespaces, probabilities as irreducible fractions):
(pR,pP,pS,pW)
Example: If the maximin strategy you found were [1/3:R, 2/3:P, 0:S, 0:W], you should submit the following (without whitespace!):
(1/3,2/3,0,0)

$Consider the 4x4 game depicted below, a variant of game G2 from Exercise 14, with the only difference that a player now gets utility 3 if he plays Rock against Scissors and accordingly utility -3 if he plays Scissors against Rock. R P S W R 0,0 -1,1 3,-3 -1,1 P 1,-1 0,0 -1,1 1,-1 S -3,3 1,-1 0,0 -1,1 W 1,-1 -1,1 1,-1 0,0 Compute a maximin strategy for one of the players. Please provide the strategy in the following format (no whitespaces, probabilities as irreducible fractions): (pR,pP,pS,pW) Example: If the maximin strategy you found were [1/3:R, 2/3:P, 0:S, 0:W], you should submit the following (without whitespace!): (1/3,2/3,0,0)$

Added by Mariah M.

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