Autonomous choices among deterministic evolution-laws as source of   uncertainty
  We provide evidence of an extreme form of sensitivity to initial conditions in a family of one-dimensional self-ruling dynamical systems. We prove that some hyperchaotic sequences are closed-form expressions of the orbits of these pseudo-random dynamical systems. Each chaotic system in this family exhibits a sensitivity to initial conditions that encompasses the sequence of choices of the evolution rule in some collection of maps. This opens a possibility to extend current theories of complex behaviors on the basis of intrinsic uncertainty in deterministic chaos. 
L. Trujillo, A. Meyroneinc, K. Campos, O. Rendon, L. Di G. Sigalotti
nlin.CD math-ph math.DS math.MP nlin.SI