Yahoo India Web Search

Search results

  1. Jonathan DuBois. One of the most intriguing—and extraordinarily difficult—challenges in scientific research is building a practical quantum computer. Today, corporations such as IBM, Google and Intel as well as a handful of startups and leading universities are racing to make quantum computing a reality. Lawrence Livermore physicist ...

  2. Bose-Einstein condensation in trapped bosons: A variational Monte Carlo analysis. JL DuBois, HR Glyde. Physical Review A 63 (2), 023602. , 2001. 107. 2001. A measurement of the equation of state of carbon envelopes of white dwarfs. AL Kritcher, DC Swift, T Döppner, B Bachmann, LX Benedict, GW Collins, ...

  3. View Jonathan DuBois’ profile on LinkedIn, a professional community of 1 billion members. Group Leader at Lawrence Livermore National Laboratory · ::Research Interests::<br>Quantum systems ...

    • 500+
    • 738
    • Lawrence Livermore National Laboratory
    • Dublin, California, United States
  4. Nov 15, 2021 · Donghwa Lee, Jonathan L DuBois, Vincenzo Lordi Phys. Rev. Lett, 112 017001, 2014 Exchange-correlation energy for the three-dimensional homogenesou electron gas at arbitrary temperature

  5. Jonathan joined LLNL as a postdoctoral researcher in 2007. He has a B.S. in physics from the University of Florida and a Ph.D. in physics from the University of Delaware. His research interests include: Monte Carlo methods and the fermion sign problem. At a Glance.

  6. BOSE-EINSTEIN CONDENSATION IN TRAPS: A QUANTUM MONTE CARLO STUDY. J. Dubois. Published 2002. Physics. We evaluate the zero temperature properties and Bose-Einstein condensation (BEC) of hard sphere bosons in a harmonic trap using Quantum Monte Carlo methods. The chief purpose of this work is to go beyond the dilute limit, to test the limits of ...

  7. Yujin Cho, Kristin M. Beck, Alessandro R. Castelli, Kyle A. Wendt, Bram Evert, Matthew J. Reagor, and Jonathan L DuBois. Advanced simulations and calculations on quantum computers require high fidelity implementations of quantum circuits. The universal gateset approach builds complex unitaries from many.