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Marton Balazs grew up in Budapest (Hungary) where he was a physics
student at Eötvös University. He was a PhD student in the
Department of
Stochastics, part of the Institute of Mathematics of Technical University
of Budapest. His advisor was Bálint Tóth and his thesis was titled
``Coupling Methods in Stochastic Deposition Models.'' The research
interests of Dr. Balazs include interacting particle systems, stochastic
deposition processes, and coupling methods in stochastic processes.
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LiJing Wang was born in China and
attended Nankei University. He received
the PhD from MIT in 2003 where his advisor was Gang Tian. The title of his
thesis was ``Asymptotic Expansion of Bergman Metrics with Twisted
Bundle.'' His principle area of research is that of transcendental
algebraic geometry and symplectic geometry, especially their relation.
Dr. Wang is currently interested in the relationship of stability of
holomorphic bundles over projective manifolds and canonical metrics.
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Andrej Zlatos was born in the Slovak Republic and attended Comenius
University in Bratislava. His PhD in mathematical physics is from the
California Institute of Technology in 2003 where his advisor was Barry
Simon. His thesis was titled ``Sum Rules and the Szegö condition for
Jacobi Matrices.'' While at Caltech, he received the Scott Russell Johnson
Prize for Excellence in Graduate Research (2002) and the Scott Russell
Johnson Prize for Excellence in Dissertation in Mathematics (2003).
Dr. Zlatos is working on spectral theory of Schrödinger operators, in
particular, dynamical properties of the Fibonacci Hamiltonian.
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