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Colloquium - Knill

ECCR 265

On Models of Quantum Computation
Emanuel H. Knill
Los Alamos Labs

Quantum computation and information enables more efficient problem solving in four main areas (so far): Experimental number theory (e.g. factoring), quantum physics modeling, combinatorial searching, and communication. Algorithms in these areas are designed for the standard model of quantum computation. There are many other models of quantum computation. What are the relationships between the computational power of these models? The talk will begin with an elementary introduction to quantum computation. After summarizing what is known about quantum algorithms, I will relate models of quantum computation to classes of promise problems which are derived from #P-complete sum-evaluation problems. A complete problem for bounded-error quantum polynomial-time promise problems will be given. The problem is combinatorially meaningful and can be used to analyze the power of quantum computation without referring to quantum mechanics.

Refreshments will be served immediately following the talk in ECOT 831.

The Department holds colloquia throughout the Fall and Spring semesters. These colloquia, open to the public, are typically held on Thursday afternoons, but sometimes occur at other times as well. If you would like to receive email notification of upcoming colloquia, subscribe to our Colloquia Mailing List. If you would like to schedule a colloquium, see Colloquium Scheduling.

Sign language interpreters are available upon request. Please contact Stephanie Morris at least five days prior to the colloquium.

See also:
Department of Computer Science
College of Engineering and Applied Science
University of Colorado Boulder
Boulder, CO 80309-0430 USA
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