How to calculate the strength of strategies in a matrix. (strictly and weally dominant)
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In a 2x2(rows and columns)square matrix classic prisoners dilemma one strategy obviously dominates but how to mathematical prove that it does?
I ask because I get overwhelmed when looking at a 4x4 and above Competition games. I got lost and simply turn to adding up all each row vector and column vector and gauge the each strategy by the sum I had written.
The highest number I assume to be (strictly)
And the one with little differences (weakly)
As you can guess I'm new to game theory.
game-theory
asked Nov 22 at 7:22
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up vote
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down vote
favorite
In a 2x2(rows and columns)square matrix classic prisoners dilemma one strategy obviously dominates but how to mathematical prove that it does?
I ask because I get overwhelmed when looking at a 4x4 and above Competition games. I got lost and simply turn to adding up all each row vector and column vector and gauge the each strategy by the sum I had written.
The highest number I assume to be (strictly)
And the one with little differences (weakly)
As you can guess I'm new to game theory.
game-theory
asked Nov 22 at 7:22
Pulse Reborn
11
add a comment |
up vote
0
down vote
favorite
up vote
0
down vote
favorite
In a 2x2(rows and columns)square matrix classic prisoners dilemma one strategy obviously dominates but how to mathematical prove that it does?
I ask because I get overwhelmed when looking at a 4x4 and above Competition games. I got lost and simply turn to adding up all each row vector and column vector and gauge the each strategy by the sum I had written.
The highest number I assume to be (strictly)
And the one with little differences (weakly)
As you can guess I'm new to game theory.
game-theory
asked Nov 22 at 7:22
Pulse Reborn
11
In a 2x2(rows and columns)square matrix classic prisoners dilemma one strategy obviously dominates but how to mathematical prove that it does?
I ask because I get overwhelmed when looking at a 4x4 and above Competition games. I got lost and simply turn to adding up all each row vector and column vector and gauge the each strategy by the sum I had written.
The highest number I assume to be (strictly)
And the one with little differences (weakly)
As you can guess I'm new to game theory.
game-theory
game-theory
asked Nov 22 at 7:22
Pulse Reborn
11
asked Nov 22 at 7:22
Pulse Reborn
11
asked Nov 22 at 7:22
Pulse Reborn
11
asked Nov 22 at 7:22
Pulse Reborn
11
asked Nov 22 at 7:22
Pulse Reborn
11
11
add a comment |
add a comment |
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