Nonextensive Statistical Mechanics

5.2 Low-Dimensional Conservative Maps 16910 010 –1ac=1.4012; N=2 13ac=1.40116; N=2 17ac=1.401156; N=2 19q-gauss; q=1.65; b=7P(y)/[c+aN γ ]10 –210 –310 –410 –5 –10 –5 0 5 10y [c+aN γ ]1.00.8ac=1.4012; N=2 13ac=1.40116; N=2 17ac=1.401156; N=2 19q-gauss: q=1.65; b=7P(y)/[c+aN γ ]0.60.40.2–2 –1 0 1 2y [c+aN γ ]Fig. 5.17 Distribution for the z = 2 logistic map at the edge of chaos (a = a c ). The value of Nmust increase together with the degree of precision used to approximate a c (from [371]).Fig. 5.18 The nondissipative baker map. From [138].