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Physics

D-Index
75
Citations
43501
World Ranking
3358
National Ranking
1589

Overview

Guifre Vidal is a researcher affiliated with Google in the United States. Their work spans multiple fields, primarily focusing on Physics and Astronomy as well as Computer Science. Within these broad areas, their subfields of study include Atomic and Molecular Physics and Optics, Artificial Intelligence, Condensed Matter Physics, Nuclear and High Energy Physics, and Hardware and Architecture.

The main topics of their research cover diverse aspects of quantum science and computing. These topics include Quantum many-body systems, Quantum Computing Algorithms and Architecture, Physics of Superconductivity and Magnetism, Quantum and electron transport phenomena, Quantum Information and Cryptography, Parallel Computing and Optimization Techniques, and Algebraic structures and combinatorial models.

Guifre Vidal has contributed to multiple research publications, frequently publishing in venues such as arXiv (Cornell University), Physical Review B, PRX Quantum, SciPost Physics Core, and Physical Review Applied. Notable recent papers authored or co-authored by Vidal include:

  • Density Matrix Renormalization Group with Tensor Processing Units, 2023, PRX Quantum
  • Dynamics of Transmon Ionization, 2022, Physical Review Applied
  • Simulation of Quantum Many-Body Dynamics with Tensor Processing Units: Floquet Prethermalization, 2022, PRX Quantum
  • Large Scale Quantum Chemistry with Tensor Processing Units, 2022, Journal of Chemical Theory and Computation
  • Conformal Fields and Operator Product Expansion in Critical Quantum Spin Chains, 2020, Physical Review Letters

The researcher collaborates frequently with a number of colleagues, including Jackson Beall, Martin Ganahl, Markus Hauru, Adam G. M. Lewis, and Yijian Zou. These collaborations reflect a consistent effort across various topics within their core research areas.

Guifre Vidal's publication record illustrates a strong presence in studies related to quantum many-body systems and applications of tensor processing units in quantum simulations. Their research intersects experimental and theoretical approaches, contributing to developments in quantum information science and computational methods.

Best Publications

  • Computable measure of entanglement

    G. Vidal;R. F. Werner

  • Three qubits can be entangled in two inequivalent ways

    W. Dür;G. Vidal;J. I. Cirac

  • Entanglement in quantum critical phenomena.

    G. Vidal;José Ignacio Latorre;E. Rico;A. Kitaev

  • Efficient classical simulation of slightly entangled quantum computations.

    Guifré Vidal

  • Efficient simulation of one-dimensional quantum many-body systems.

    Guifré Vidal

  • Entanglement renormalization

    Guifre Vidal

  • Time-dependent density-matrix renormalization-group using adaptive effective Hilbert spaces

    A J Daley;C Kollath;U Schollwöck;G Vidal

  • Class of quantum many-body states that can be efficiently simulated.

    G. Vidal

  • Classical simulation of infinite-size quantum lattice systems in two spatial dimensions.

    J Jordan;R Orus;G Vidal;Frank Verstraete

  • Time-dependent density-matrix renormalization-group using adaptive effective Hilbert spaces

    A. J. Daley;C. Kollath;U. Schollwoeck;G. Vidal

  • Mixed-state dynamics in one-dimensional quantum lattice systems: A time-dependent superoperator renormalization algorithm

    Michael Zwolak;Guifré Vidal

  • Robustness of entanglement

    Guifré Vidal;Rolf Tarrach

  • Ground state entanglement in quantum spin chains

    J. I. Latorre;E. Rico;G. Vidal

  • On the characterization of entanglement

    Guifre Vidal

  • Classical simulation of quantum many-body systems with a tree tensor network

    Y.-Y. Shi;L.-M. Duan;G. Vidal

  • Entanglement of pure states for a single copy

    Guifré Vidal

  • Infinite time-evolving block decimation algorithm beyond unitary evolution

    Roman Orus;Guifre Vidal

  • Tensor Network Renormalization

    Glen Evenbly;Guifre Vidal

  • Simulation of two-dimensional quantum systems on an infinite lattice revisited: Corner transfer matrix for tensor contraction

    Román Orús;Guifré Vidal

  • Role of entanglement and correlations in mixed-state quantum computation

    Animesh Datta;Guifre Vidal

Frequent Co-Authors

J. I. Cirac
J. I. Cirac Max Planck Institute of Quantum Optics
Frank Verstraete
Frank Verstraete Ghent University
Matthias Troyer
Matthias Troyer Microsoft (United States)
Debbie Leung
Debbie Leung University of Waterloo
Sandu Popescu
Sandu Popescu University of Bristol
Peter Zoller
Peter Zoller University of Innsbruck
Maciej Lewenstein
Maciej Lewenstein Institute of Photonic Sciences
Andrew M. Childs
Andrew M. Childs University of Maryland, College Park
Luming Duan
Luming Duan Tsinghua University
Davide Gaiotto
Davide Gaiotto Perimeter Institute

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