Mathematical framework for rigorous study of conflict and cooperation among rational, intelligent agents
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15.08.2018
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Mathematical framework for rigorous study of conflict and cooperation among rational, intelligent agents
Two players simultaneously put down a coin, heads up or tails up.
A profile of strategies is said to be
No pure strategy NE here, only a mixed strategy NE
Every finite strategic form game has at least one mixed strategy Nash equilibrium
Mathematical framework for rigorous study of conflict
and cooperation among rational
,
intelligent agents
Mathematical framework for rigorous study of conflict and cooperation among rational, intelligent agents
Two players
simultaneously put down a coin
, heads up or tails up.
Two players simultaneously put down a coin, heads up or tails up.
Two-Player zero-sum game
N = {1, 2}; S1 = S2 = {H,T}
A profile
of strategies is said to be
A profile of strategies is said to be
a pure strategy
Nash Equilibrium if is a best
response strategy against
No
pure strategy NE here
,
only a mixed strategy NE
No pure strategy NE here, only a mixed strategy NE
Every finite strategic form game has at least one mixed
strategy Nash equilibrium
Every finite strategic form game has at least one mixed strategy Nash equilibrium
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3,45 Mb.
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