2:30 PM–5:30 PM, Wednesday, March 15, 2006
Baltimore Convention Center - 343
Sponsoring Units:
DCOMP TGQI
Chair: Juan Pablo Paz, Los Alamos National Laboratory
Abstract ID: BAPS.2006.MAR.R40.7
4:06 PM–4:18 PM
Brandon Anderson
(University of Texas at Dallas)
David Collins
(Bucknell University)
We compare the failure probabilities of ensemble implementations of quantum algorithms which use pseudo-pure initial states, quantified by their polarization, to those of competing classical probabilistic algorithms. Specifically we consider a class algorithms which require only one bit to output the solution to problems. For large ensemble sizes, we present a general scheme to determine a critical polarization beneath which the quantum algorithm fails with greater probability than its classical competitor. We apply this to the Deutsch-Jozsa algorithm to determine the critical polarization.
To cite this abstract, use the following reference: http://meetings.aps.org/link/BAPS.2006.MAR.R40.7