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Dynamical instabilities in a simple minority game with discounting

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D Challet1,2, A De Martino3 and M Marsili4

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Figure 1

Figure 1. Stability in the parameter space. The trivial fixed point is stable on the left of the respective epsilon lines (continuous curves) and below the Γ + λ = 2 line (dashed line). The stability lines of the oscillating solution (dashed curves) are shown only for epsilon = 0.05 and 0.1 for the sake of clarity.



Figure 2

Figure 2. Fluctuations of y(t) for epsilon = 0.05, λ = 0.35 as a function of Γ. In the unstable region (intermediate Γ), fluctuations are dominated by the periodic oscillation of y(t), giving rise to a \langle y^2\rangle that can be computed analytically (dashed line).




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