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AMS Meeting Program by Special Session

Current as of Tuesday, April 12, 2005 15:09:22

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1995 Burlington Mathfest
Burlington, VT, August 6-8, 1995
Meeting #902

Associate secretaries:
Robert J Daverman, AMS
Donovan H Van Osdol, MAA

AMS Special Session on Potential Theory

  • Monday August 7, 1995, 1:30 p.m.-3:50 p.m.
    AMS Special Session on Potential Theory, I

    Kohur N. Gowri Sankaran, McGill University

    • 1:30 p.m.
      On polynomials which generate the pluricomplex Green function.
      Thomas Bloom*, University of Toronto
    • 2:00 p.m.
      A harmonic Mittag-Leffler theorem.
      Paul M. Gauthier*, University of Montreal
      Ashot H. Nersessian, University of Montreal
    • 2:30 p.m.
      A limit theorem of Fatou-Doob type and sets of determination.
      Xun Zhang*, McGill University
    • 3:00 p.m.
      Condenser potentials.
      Joseph Glover*, University of Florida
      Murali Rao, University of Florida
    • 3:30 p.m.
      Subharmonicity without upper semicontinuity.
      Brian J. Cole, Brown University
      Thomas J. Ransford*, University Laval
  • Tuesday August 8, 1995, 1:40 p.m.-4:30 p.m.
    AMS Special Session on Potential Theory, II

    Kohur N. Gowri Sankaran, McGill University

    • 1:40 p.m.
      Holomorphic functions in ${\Bbb R}^3$.
      Walter Hengartner*, University of Laval
      H. Leutwiler, University of Laval
    • 2:10 p.m.
      $H^p$ theory and elliptic boundary value problems for smooth domains in ${\bf R}^n$.
      Der-Chen Edward Chang, University of Maryland, College Park
      Galia D. Dafni*, University of California, Berkeley
      Elias M. Stein, Princeton University
    • 2:40 p.m.
      Behavior of continuous solutions to the Schrodinger equation near an isolated singular point.
      Alexander I. Kheyfits*, Courant Institute of Mathematical Sciences, New York University
    • 3:10 p.m.
      Uniform integrability and multiply.
      Luna I. Zaru*, McGill University
    • 3:40 p.m.
      Runge and Mergelyan type theorems in harmonic approximations.
      Ashot H. Nersessian*, University of Montreal
      Kohur N. Gowri Sankaran, McGill University
    • 4:10 p.m.
      Quantitative approximation theorems for elliptic operators.
      Thomas Bagby*, Indiana University, Bloomington
      Leonard P. Bos, University of Calgary
      Norman Levenberg, University of Auckland, New Zealand
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