Se p 20 04 Solvable Chaos
نویسندگان
چکیده
We present classes of discrete reversible systems which are at the same time chaotic and solvable.
منابع مشابه
Se p 20 04 Systematic Search of Exactly Solvable Non - Central Potentials
Recently developed supersymmetric perturbation theory has been successfully employed to make a complete mathematical analysis of the reason behind exact solvability of some non-central potentials. This investigation clarifies once more the effectiveness of the present formalism.
متن کاملnt - p h / 04 09 16 3 v 1 2 4 Se p 20 04 Chaos assisted adiabatic passage
We study the exact dynamics underlying stimulated Raman adiabatic passage (STIRAP) for a particle in a multi-level anharmonic system (the infinite square-well) driven by two sequential laser pulses, each with constant carrier frequency. In phase space regions where the laser pulses create chaos, the particle can be transferred coherently into energy states different from those predicted by trad...
متن کامل09 16 3 v 2 2 6 Se p 20 04 Chaos assisted adiabatic passage
We study the exact dynamics underlying stimulated Raman adiabatic passage (STIRAP) for a particle in a multi-level anharmonic system (the infinite square-well) driven by two sequential laser pulses, each with constant carrier frequency. In phase space regions where the laser pulses create chaos, the particle can be transferred coherently into energy states different from those predicted by trad...
متن کاملar X iv : c s / 04 04 02 1 v 3 [ cs . C C ] 1 3 Se p 20 04 Computational Universality in Symbolic Dynamical Systems ⋆
Many different definitions of computational universality for various types of systems have flourished since Turing’s work. In this paper, we propose a general definition of universality that applies to arbitrary discrete time symbolic dynamical systems. For Turing machines and tag systems, our definition coincides with the usual notion of universality. It however yields a new definition for cel...
متن کاملJa n 20 04 Conditionally exactly solvable potential and dual transformation in quantum mechanics
We comment that the conditionally exactly solvable potential of Dutt et al (1995 J. Phys. A: Math. Gen. 28 L107) and the exactly solvable potential from which it is derived form a dual system.
متن کامل