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Showing 1 to 4 of 4 for “"quantum many-body problems"”.

  1. Pairing and entanglement: quantum Monte Carlo studies

    Described in this dissertation is the use of quantum Monte Carlo methods to study two ideas in quantum many-body problems: superfluidity and entanglement. Density matrices are presented a central tool in the analysis, as are discussed in the review of path integral Monte Carlo (PIMC) and …

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  2. A quantum Monte Carlo study of the high-pressure phases of solid hydrogen

    … estimates of the ground state properties of quantum many-body problems. We have applied these Monte Carlo methods to the high pressure phases of solid hydrogen to elucidate those parts of the phase diagram where experimental results are inconclusive or lacking. The method allows us to treat …

    uiuc Repository record for A quantum Monte Carlo study of the high-pressure phases of solid hydrogen (opens in a new tab)

  3. High-accuracy electronic structure quantum Monte Carlo for molecular systems

    Quantum Monte Carlo (QMC) is one of the most promising methods for solving quantum many-body problems. QMC combines known analytical properties of wave functions, results from other methods, and stochastic techniques, into a powerful tool for investigation of the electronic structure of real …

    uiuc Repository record for High-accuracy electronic structure quantum Monte Carlo for molecular systems (opens in a new tab)

  4. On numerical methods in quantum spin systems

    … development of numerical methods for studying quantum many- body spin systems. Part I sets the stage for research projects. In chapter 1, I go over major milestones in the field of frustrated magnetism, how it fits into a larger category of condensed matter physics, and recent developments that …

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