263 citations · 2.2k across the 84 of their papers we have counts for
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Quantum correlations for a simple kicked system with mixed phase space
Or Alus, Shmuel Fishman, Mark Srednicki
We investigate both the classical and quantum dynamics for a simple kicked system (the standard map) that classically has mixed phase space. For initial conditions in a portion of…
Universal Exponent for Transport in Mixed Hamiltonian Dynamics
Or Alus, Shmuel Fishman, James D. Meiss
We compute universal distributions for the transition probabilities of a Markov model for transport in the mixed phase space of area-preserving maps and verify that the survival pr…
Probing the statistics of transport in the Hénon Map
Or Alus, Shmuel Fishman, James D. Meiss
The phase space of an area-preserving map typically contains infinitely many elliptic islands embedded in a chaotic sea. Orbits near the boundary of a chaotic region have been obse…
Numerical implementation of the multiscale and averaging methods for quasi periodic systems
Tal Kachman, Shmuel Fishman, Avy Soffer
We consider the problem of numerically solving the Schrödinger equation with a potential that is quasi periodic in space and time. We introduce a numerical scheme based on a newly…
Statistics of the Island-Around-Island Hierarchy in Hamiltonian Phase Space
Or Alus, Shmuel Fishman, James D. Meiss
The phase space of a typical Hamiltonian system contains both chaotic and regular orbits, mixed in a complex, fractal pattern. One oft-studied phenomenon is the algebraic decay of…
Boundary Circles of Mixed Phase Space, Hamiltonian Systems
Or Alus, Shmuel Fishman, James D. Meiss
The phase space of an area-preserving map typically contains infinitely many elliptic islands embedded in a chaotic sea. Orbits near the boundary of a chaotic region have been obse…