Search Results - "Borovyk, Vita"

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  1. 1

    The Klein–Gordon equation on Z2 and the quantum harmonic lattice by Borovyk, Vita, Goldberg, Michael

    “…The discrete Klein–Gordon equation on a two-dimensional square lattice satisfies an ℓ1↦ℓ∞ dispersive bound with polynomial decay rate |t|−3/4. We determine the…”
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    Journal Article
  2. 2
  3. 3

    Lifschitz Tails for Random Schrödinger Operator in Bernoulli Distributed Potentials by Bishop, Michael, Borovyk, Vita, Wehr, Jan

    Published in Journal of statistical physics (01-07-2015)
    “…This paper presents an elementary proof of Lifschitz tail behavior for random discrete Schrödinger operators with a Bernoulli-distributed potential. The proof…”
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    Journal Article
  4. 4

    On the Weak and Ergodic Limit of the Spectral Shift Function by Borovyk, Vita, Makarov, Konstantin A.

    Published in Letters in mathematical physics (01-04-2012)
    “…We investigate convergence properties of the spectral shift functions associated with a pair of Schrödinger operators with Dirichlet boundary conditions at the…”
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    Journal Article
  5. 5

    Box approximation and related techniques in spectral theory by Borovyk, Vita

    Published 01-01-2008
    “…This dissertation is concerned with various aspects of the spectral theory of differential and pseudodifferential operators. It consists of two chapters. The…”
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    Dissertation
  6. 6

    The Klein-Gordon Equation on ${\mathbb Z}^2$ and the Quantum Harmonic Lattice by Borovyk, Vita, Goldberg, Michael

    Published 23-04-2013
    “…The discrete Klein-Gordon equation on a two-dimensional square lattice satisfies an $\ell^1 \mapsto \ell^\infty$ dispersive bound with polynomial decay rate…”
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    Journal Article
  7. 7

    Dispersive Estimates for Harmonic Oscillator Systems by Borovyk, Vita, Sims, Robert

    Published 15-12-2011
    “…J. Math. Phys. 53, 013302 (2012) We consider a large class of harmonic systems, each defined as a quasi-free dynamics on the Weyl algebra over…”
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    Journal Article
  8. 8

    Lifschitz Tails for Random Schr\"{o}dinger Operator in Bernoulli Distributed Potentials by Bishop, Michael, Borovyk, Vita, Wehr, Jan

    Published 21-03-2014
    “…This paper presents an elementary proof of Lifschitz tail behavior for random discrete Schr\"{o}dinger operators with a Bernoulli-distributed potential. The…”
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    Journal Article