Quantum simulator design and exploration with open source matrix product state codes - presented by Prof. Lincoln Carr

Quantum simulator design and exploration with open source matrix product state codes

Prof. Lincoln Carr

Prof. Lincoln Carr
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Quantum simulator design and exploration with open source matrix product state codes
Prof. Lincoln Carr
Lincoln Carr
Colorado School of Mines

Associated Computer Physics Communications article

D. Jaschke et al. (2017) Open source Matrix Product States: Opening ways to simulate entangled many-body quantum systems in one dimension. Computer Physics Communications
Article of record

On the way to universal quantum computing, quantum simulators, specialized quantum computers built on a wide variety of experimental architectures, have already been a huge success and are fulfilling Feynman's original 1982 vision of quantum computing. Each such simulator, of which there are over 300 worldwide presently, requires a dedicated experimental platform and costs on the order of several million dollars to build. Such experiments have many interacting parts often requiring a complex rearrangement and months of work in order to perform a specified quantum computation. A widely accessible and easy to use software tool to shortcut design considerations for quantum simulator experimentalists is much needed. We have created such a tool, OpenMPS, downloaded over 4,500 times to date. Our open source software package, a Python wrapper with a Fortran core, is centered around 1D matrix product state (MPS) and matrix product density operator (MPDO) methods, for both closed and open quantum systems, which any experimentalist can download and easily use locally to design and benchmark their quantum simulator architecture of choice. The software elements include (i) prebuilt generalized Ising, Hubbard, and other quantum many-body models, (ii) different time propagation methods for short and long-range interactions, and (iii) supplemental exact diagonalization and quantum trajectory methods. In this talk, I present the capabilities of this code and a range of applications from my own group including exploring new complexity tools for quantum states taken from neuroscience; finding Kibble-Zurek exponents to predict defect formation in quantum quenches with long-range interactions and complex phase diagrams in more advanced Hamiltonians; discovering new features in entangled non-equilibrium quantum dynamics which establish quantum many-body chaos as a separate and open field from classical and quantum chaos; and discovering new regimes of macroscopic quantum tunneling escape with a half-life based on quantum fluctuations. This survey of research outcomes will demonstrate the wide capabilities and potential of OpenMPS in quantum simulator applications.

References
  • 1.
    M. A. Valdez et al. (2018) Many-Body Quantum Chaos and Entanglement in a Quantum Ratchet. Physical Review Letters
  • 2.
    M. A. Valdez et al. (2019) Layered chaos in mean-field and quantum many-body dynamics. Physical Review A
  • 3.
    M. A. Valdez et al. (2017) Quantifying Complexity in Quantum Phase Transitions via Mutual Information Complex Networks. Physical Review Letters
  • 4.
    D. Jaschke et al. (2017) Critical phenomena and Kibble–Zurek scaling in the long-range quantum Ising chain. New Journal of Physics
  • 5.
    Arya Dhar et al. (2020) Dynamics for the Haldane phase in the Bilinear-Biquadratic Model.
  • 6.
    Diego A Alcala et al. (2020) Quantum Phases and Correlations Drive the Dynamics of Macroscopic Quantum Tunneling Escape in Quantum Simulators.
  • 7.
    D. A. Alcala et al. (2017) Entangled Dynamics in Macroscopic Quantum Tunneling of Bose-Einstein Condensates. Physical Review Letters
  • 8.
    D. Jaschke et al. (2017) Open source Matrix Product States: Opening ways to simulate entangled many-body quantum systems in one dimension. Computer Physics Communications
  • 9.
    D. Jaschke et al. (2018) One-dimensional many-body entangled open quantum systems with tensor network methods. Quantum Science and Technology
  • 10.
    D. Jaschke and L. D. Carr (2018) Open source matrix product states: exact diagonalization and other entanglement-accurate methods revisited in quantum systems. Journal of Physics A Mathematical and Theoretical
Grants
    Air Force Office of Scientific ResearchFA9550-14-1-0287Air Force Office of Scientific ResearchPHY-120881Air Force Office of Scientific ResearchPHY-1520915Air Force Office of Scientific ResearchOAC-1740130National Science FoundationFA9550-14-1-0287National Science FoundationPHY-120881National Science FoundationPHY-1520915National Science FoundationOAC-1740130
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L. Carr (2021, June 1), Quantum simulator design and exploration with open source matrix product state codes
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Video length 1:09:39
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Disclaimer The views expressed in this seminar are those of the speaker and not necessarily those of the journal