game theory problem

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xryylcnex

Economics

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a problem on mixed dominance, the problem is in the attachment

you can access the intro material here: http://assets.press.princeton.edu/chapters/s6-1000...

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Mixed Dominance 2: Consider the game used in Section 6.3: Player 2 с L R U 5,1 1,4 1,0 Player 1 M 3,2 0,0 3,5 D 4,3 4,4 0,3 a. Find a strategy different from (02(L), 02(C), 02(R)) = (0, 1, î) that strictly dominates the pure strategy L for player 2. Argue that you can find an infinite number of such strategies. b. Find a strategy different from (O(U), 01(M), (D)) = (0, ż, ż) that strictly dominates the pure strategy U for player 1 in the game remain- ing after one stage of elimination. Argue that you can find an infinite number of such strategies.
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Mixed Dominance 2

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Mixed Dominance 2
The attached word document addresses the question “game theory problem” as follows:
a. Strategy Different from σ2(L), σ2(C), σ2(R) = (0, ½ , ½ ).
b. Strategy Different from σ1(U), σ1 (M), σ1(D) = (0, ½ , ½ ).


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Running Head: Mixed Dominance 2

Mixed Dominance 2

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Anonymous
Excellent resource! Really helped me get the gist of things.

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