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By denoting the payoff matrices of the transmitter and jammer as A and B, respectively, a best response to the mixed strategy y of the jammer is mixed strategy x∗ of the transmitter that maximizes its expected payoff x ∗ ⊺ Ay.
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Similarly, the jammer's best response y∗ to the transmitter's mixed strategy x is the one that maximizes x ⊺ B y ∗.
(ii) Strategies of the host: to counteract bacteria using extracellular defense mechanisms (Hextra) to counteract bacteria using intracellular defense mechanisms (Hintra) Y = (y1, y2) is the mixed strategy of the host which implies that the host plays Hextra with a probability of y1 and Hintra with a probability of y2 such that y1+y2 = 1.
A CCE is a generalization of a mixed strategy.
Optimal hyperpaths are defined by using mixed strategy Nash equilibrium.
Thus, the mixed strategy equilibrium with mistrusted continuation emerges.
Now, let us find the mixed strategy of the game.
There is a more general theorem concerning mixed strategy equilibrium.
The artillerists could decide to follow a mixed strategy.
The threshold values for the pure strategy equilibrium and mixed strategy equilibriums are the same.
Every finite strategy game has a mixed strategy Nash equilibrium [30].
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