B. Simon's Graduate Students
(If you can supply information on students marked "location
unknown", please contact Cherie
Galvez)
Princeton University PhDs
- Anthony
O'Connor (1972), Senior Lecturer, School of Science, Griffith
University, Queensland, Australia
- Jay Rosen
(1974), Professor of Mathematics, CUNY, New York
- Robert Israel (1975),
Associate Professor of Mathematics, University of British Columbia, Canada
- Evans Harrell, II
(1976), Professor of Mathematics, Georgia Tech, Atlanta
- Percy Deift
(1976), Professor of Mathematics, Courant Institute, NYU, New York
- George Hagedorn
(1978), Professor of Mathematics, Virginia Tech, Blacksburg
- Antti
Kupiainen ** (1980), Professor of Mathematics, University of Helsinki,
Finland
- Steven Levin (1980), Systems Engineer, Lockheed Martin Corporation,
Philadelphia
-
Mark
Ashbaugh (1980), Professor of Mathematics, University of Missouri,
Columbia
- Peter Perry (1981), Professor
of Mathematics, University of Kentucky, Lexington
- Keith Miller (1982), Mathematician, Laboratory of Physical Sciences,
University of Maryland, College Park
** Barry Simon was the advisor of record but much of the research was
directed by Tom Spencer
Caltech PhDs
- Byron Siu (1984), location unknown
Thesis:
Upper
bounds on the magnetization of ferromagnetic Ising models
- Nestor
Caticha Alfonso (1985), Professor of Physics, University of
Sao Paulo, Brazil
- Kristiana Odencrantz (1987), location unknown
Thesis:
Effects
of a magnetic field on the trace of the heat kernel for a Schrodinger
operator with a potential well
- Barton Huxtable (1987),
President, User Systems, Maryland
Thesis:
Absence
of a Scott correction for the total binding energy of noninteracting
fermions in a smooth potential well
- Askell Hardarson (1988), location unknown
Thesis:
Doublewell tunneling via the Feynman-Kac formula
- Clemens Glaffig (1988), location unknown
Thesis:
Smoothness of the integrated density of states for random Schrodinger
operators on multidimensional strips
-
John Lindner (1989),
Moore Professor of Astronomy, The College of Wooster, Wooster, Ohio
- Vojkan Jaksic (1992),
Professor of Mathematics, McGill University, Canada
Thesis:
Solutions to some problems in mathematical physics
- Yunfeng Zhu (1996), location unknown
Thesis:
The
Lyapunov exponents for Schrodinger operators and Jacobi matrices with slowly
oscillating potentials
- Alexander Kiselev (1997),
Professor of Mathematics, University of Wisconsin, Madison
Thesis:
Absolutely continuous spectrum of one-dimensional Schrodinger operators and
Jacobi matrices with slowly decreasing potentials
- Andrei Khodakovsky (1999),
NVIDIA, Santa Clara, CA
Thesis:
Inverse
spectral problem with partial information on the potential
- Rowan Killip (2000),
Professor of Mathematics, University of California, Los Angeles
Thesis:
Perturbations of one-dimensional Schrodinger operators preserving the
absolutely continuous spectrum
- Andrej Zlatos (2003),
Assistant Professor of Mathematics, University of Wisconsin, Madison
Thesis:
Sum rules and the Szego condition for Jacobi matrices
- Irina Nenciu (2005),
Assistant Professor of Mathematics, University of Illinois at Chicago
Thesis:
Lax pairs for the Ablowitz-Ladik system via orthogonal polynomials on the
unit circle
- Mihai
Stoiciu (2005), Associate Professor, Department of Mathematics and
Statistics, Williams College, Williamstown, MA
Thesis:
Zeros of random orthogonal polynomials on the unit circle
-
Manwah (Lilian) Wong (2009),
Research Assistant Professor, Georgia Institute of Technology
Thesis: Orthogonal polynomials, paraorthogonal polynomials and point
perturbation
- Rostyslav
Kozhan (2010), Hedrick Assistant Adjunct Professor, University of
California, Los Angeles
Thesis: Asymptotics for
orthogonal polynomials, exponentially small perturbations and meromorphic
continuations of Herglotz functions
- Anna Maltsev (2010), Postdoc, Hausdorff Center for Mathematics,
Universität Bonn
Thesis: Universality
limits of a reproducing kernel for a half-line Schrödinger operator and
clock behavior of eigenvalues
- Milivoje Lukic (2011), Postdoc, Rice University
Thesis:
Spectral theory
for generalized bounded variation perturbations of orthogonal polynomials
and Schrödinger operators