Resource requirements for observable estimation, enabled by QuPython
ORAL
Abstract
I will present an analysis of the resources required to estimate observables in the quantum simulation of a first principles model for a condensed phase system. The complexity of the associated algorithms is severe enough that this is greatly facilitated by a high-level quantum programming language QuPython. This tool allows us to graduate from asymptotic estimates of T-gates and qubit counts to numerically quantitative ones. In addition to informing requirements for application-scale quantum computation like observable estimation, this also showcases several high-level features, and an extensible framework, built on top of the popular Python programming language.
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Presenters
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Antonio E Russo
Sandia National Laboratories
Authors
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Antonio E Russo
Sandia National Laboratories
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Nathan Arnold
University of Illinois Urbana-Champaign, Sandia National Laboratories
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Stefan Seritan
Sandia National Laboratories
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Shivesh Pathak
Sandia National Laboratories, Sandia National Lab
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Andrew D Baczewski
Sandia National Laboratories