Provably unbounded memory advantage in stochastic simulation using quantum mechanics

10.1088/1367-2630/aa82df

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Bibliographic Details
Main Authors: Garner, A.J.P, Liu, Q, Thompson, J, Vedral, V, Gu, M
Other Authors: CENTRE FOR QUANTUM TECHNOLOGIES
Format: Article
Published: Institute of Physics Publishing 2020
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Online Access:https://scholarbank.nus.edu.sg/handle/10635/179084
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Institution: National University of Singapore
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spelling sg-nus-scholar.10635-1790842020-11-02T14:19:28Z Provably unbounded memory advantage in stochastic simulation using quantum mechanics Garner, A.J.P Liu, Q Thompson, J Vedral, V Gu, M CENTRE FOR QUANTUM TECHNOLOGIES DEPT OF PHYSICS Computational mechanics Digital computers Economic and social effects Mechanics Quantum computers Quantum optics Quantum theory Random processes Stochastic models Classical counterpart quantum advantage Quantum Information Statistical accuracy Statistical complexity Stochastic evolution Stochastic simulations theory of simulation Stochastic systems 10.1088/1367-2630/aa82df New Journal of Physics 19 10 103009 2020-10-22T07:35:20Z 2020-10-22T07:35:20Z 2017 Article Garner, A.J.P, Liu, Q, Thompson, J, Vedral, V, Gu, M (2017). Provably unbounded memory advantage in stochastic simulation using quantum mechanics. New Journal of Physics 19 (10) : 103009. ScholarBank@NUS Repository. https://doi.org/10.1088/1367-2630/aa82df 13672630 https://scholarbank.nus.edu.sg/handle/10635/179084 Attribution 4.0 International http://creativecommons.org/licenses/by/4.0/ Institute of Physics Publishing Unpaywall 20201031
institution National University of Singapore
building NUS Library
continent Asia
country Singapore
Singapore
content_provider NUS Library
collection ScholarBank@NUS
topic Computational mechanics
Digital computers
Economic and social effects
Mechanics
Quantum computers
Quantum optics
Quantum theory
Random processes
Stochastic models
Classical counterpart
quantum advantage
Quantum Information
Statistical accuracy
Statistical complexity
Stochastic evolution
Stochastic simulations
theory of simulation
Stochastic systems
spellingShingle Computational mechanics
Digital computers
Economic and social effects
Mechanics
Quantum computers
Quantum optics
Quantum theory
Random processes
Stochastic models
Classical counterpart
quantum advantage
Quantum Information
Statistical accuracy
Statistical complexity
Stochastic evolution
Stochastic simulations
theory of simulation
Stochastic systems
Garner, A.J.P
Liu, Q
Thompson, J
Vedral, V
Gu, M
Provably unbounded memory advantage in stochastic simulation using quantum mechanics
description 10.1088/1367-2630/aa82df
author2 CENTRE FOR QUANTUM TECHNOLOGIES
author_facet CENTRE FOR QUANTUM TECHNOLOGIES
Garner, A.J.P
Liu, Q
Thompson, J
Vedral, V
Gu, M
format Article
author Garner, A.J.P
Liu, Q
Thompson, J
Vedral, V
Gu, M
author_sort Garner, A.J.P
title Provably unbounded memory advantage in stochastic simulation using quantum mechanics
title_short Provably unbounded memory advantage in stochastic simulation using quantum mechanics
title_full Provably unbounded memory advantage in stochastic simulation using quantum mechanics
title_fullStr Provably unbounded memory advantage in stochastic simulation using quantum mechanics
title_full_unstemmed Provably unbounded memory advantage in stochastic simulation using quantum mechanics
title_sort provably unbounded memory advantage in stochastic simulation using quantum mechanics
publisher Institute of Physics Publishing
publishDate 2020
url https://scholarbank.nus.edu.sg/handle/10635/179084
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