Feb 23: Quantum Computing with Bose-Einstein Condensates and Effective Nonlinearities
Monday, February 23, 4-5 PM, Daly Science 206
Quantum Computing with Bose-Einstein Condensates and Effective Nonlinearities
Tom G. Wong
University of California, San Diego
Although quantum mechanics is linear, there are nevertheless quantum systems with multiple interacting particles in which the effective evolution of a single particle is governed by a nonlinear Schrödinger equation. Bose-Einstein condensates, for example, can be described by the Gross-Pitaevskii Equation under certain conditions, which has a term proportional to the cube of the wavefunction. In this talk, I show that such realistic nonlinearities confer a significant, but not unreasonable, computational advantage when searching a "database."
If you have a disability and require a reasonable accommodation, please call Chris Weber at 408-554-7869 (voice) or 1-800-735-2929 (TTY-California Relay) at least 72 hours prior to the event.