Efficient quantum computation of high harmonics of the Liouville density distribution

Abstract

We show explicitly that high harmonics of the classical Liouville density distribution in the chaotic regime can be obtained efficiently on a quantum computer [1,2]. As was stated in [1], this provides information unaccessible for classical computer simulations, and replies to the questions raised in [3,4].

revtex, 2 pages, 1 figure; related to [1] quant-ph/0101004, [2] quant-ph/0102082, [8] quant-ph/0105149, [4] quant-ph/0110019, [3] quant-ph/0110026

References in corpus (2)

• Quantum Computing of Classical Chaos: Smile of the Arnold-Schrodinger Cat
• Comment on "Stable Quantum Computation of Unstable Classical Chaos"

Cited by in corpus (2)

• Quantum chaos algorithms and dissipative decoherence with quantum trajectories
• Quantum Computing of Poincare Recurrences and Periodic Orbits