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(CSV)
Filters
Collected From:
  • Funder (17)
  • Project (99+)
  • Publication Date (100+)
  • Access Mode (1)
  • Type (15)
  • Language (10)
  • Community (1)
  • Content Provider (100+)
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146,535 publications, page 1 of 14,654
  • Preprint, Article, Other literature type English OPEN
    Brien, C. J.; Bailey, R. A.;
    (2010)
    Publisher: The Institute of Mathematical Statistics
    We investigate structure for pairs of randomizations that do not follow each other in a chain. These are unrandomized-inclusive, independent, coincident or double randomizations. This involves taking several structures that satisfy particular relations and combining the...
  • Preprint, Other literature type English OPEN
    Stern, Mark A.;
    (2008)
    Publisher: Lehigh University
    We prove that energy minimizing Yang–Mills connections on compact homogeneous 4-manifolds are either instantons or split into a sum of instantons on passage to the adjoint bundle. We prove related results for Calabi–Yau 3-folds and for 3-dimensional manifold...
  • Article, Other literature type English OPEN
    Forcadel , Nicolas;
    (2008)
    Publisher: Khayyam Publishing, Inc.
    International audience; In this paper, we study a new model for dislocation dynamics with a mean curvature term. The model is a non-local Hamilton-Jacobi equation. We prove a short time existence and uniqueness result for this equation. We also prove a Lipschitz estimat...
  • Preprint, Other literature type English OPEN
    Pimentel, Leandro P. R.;
    (2016)
    Publisher: The Institute of Mathematical Statistics
    In this article, we prove a duality relation between coalescence times and exit points in last-passage percolation models with exponential weights. As a consequence, we get lower bounds for coalescence times, with scaling exponent $3/2$, and we relate its distribution w...
  • Other literature type, Article English OPEN
    Huseyin Cakalli;
    (2012)
    Publisher: HINDAWI LTD
    A function $f$ is continuous if and only if $f$ preserves convergent sequences; that is, $(f({\alpha }_{n}))$ is a convergent sequence whenever $({\alpha }_{n})$ is convergent. The concept of ${N}_{\theta }$ -ward continuity is defined in the sense that a function $f$ i...
  • Preprint, Other literature type English OPEN
    Conrey, J. B.; Gonek, S. M.;
    (2001)
    Publisher: Duke University Press
    In 1918 G. Hardy and J. Littlewood proved an asymptotic estimate for the Second moment of the modulus of the Riemann zeta-function on the segment [1/2,1/2+iT] in the complex plane, as T tends to infinity. In 1926 Ingham proved an asymptotic estimate for the fourth momen...
  • Preprint, Other literature type English OPEN
    Cohn, Henry; de Courcy-Ireland, Matthew;
    (2016)
    Publisher: Duke University Press
    We prove lower bounds for energy in the Gaussian core model, in which point particles interact via a Gaussian potential. Under the potential function $t\mapsto e^{-\alpha t^{2}}$ with $0\lt \alpha \lt 4\pi/e$ , we show that no point configuration in $\mathbb{R}^{n}$ of ...
  • Preprint, Other literature type English OPEN
    Okounkov, Andrei; Pandharipande, Rahul;
    (2003)
    Publisher: MSP
    We prove the Gopakumar–Mariño–Vafa formula for special cubic Hodge integrals. The GMV formula arises from Chern–Simons/string duality applied to the unknot in the three sphere. The GMV formula is a [math] –analog of the ELSV formula for linear Hodge integrals. We find a...
  • Research, Other literature type English OPEN
    Kawauchi, Akio;
    (1986)
    Publisher: Osaka University and Osaka City University, Departments of Mathematics
  • Preprint, Other literature type English OPEN
    Siegmund, David; Yakir, Benjamin; Zhang, Nancy R.;
    (2011)
    Publisher: The Institute of Mathematical Statistics
    Given a set of aligned sequences of independent noisy observations, we are concerned with detecting intervals where the mean values of the observations change simultaneously in a subset of the sequences. The intervals of changed means are typically short rel...
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