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| The
PhD Degree: Recommended Programs |
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The following groups of faculty
have submitted recommended programs of study for the first two years of
the PhD program.
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Algebraic
Geometry
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Sándor Kovács, S. Paul Smith
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Algebraic
Topology
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Ethan Devinatz, Steve Mitchell, John Palmieri
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Combinatorics
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Eric Babson, Sara Billey, Branko
Grünbaum, Vic Klee, Isabella Novik, Rekha Thomas
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Complex
Analysis
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Don Marshall, Steffen Rohde
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Differential
Geometry and Partial Differential Equations
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Judith Arms, Tom Duchamp, Jerry Folland,
Robin Graham, Jim King, Jack Lee, James Morrow, Dan Pollack, Hart Smith,
John Sylvester, Tatiana Toro, Gunther Uhlmann
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Ergodic
Theory and Symbolic Dynamics
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Christopher Hoffman, Douglas Lind, Boris
Solomyak, Selim Tuncel
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Noncommutative
Algebra
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S. Paul Smith and James Zhang
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Number
Theory
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Ralph Greenberg, Adrian Iovita, Neal Koblitz
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Numerical
Analysis
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Ken Bube, Anne Greenbaum
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Optimization
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Jim Burke, Lisa Korf, Terry Rockafellar, Paul Tseng
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Probability
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Chris Burdzy, Zhen-Qing Chen, Bruce Erickson
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Representation
Theory of Lie Groups and Lie Algebras
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David Collingwood, Ronald Irving, Monty
McGovern, S. Paul Smith
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Several
Complex Variables
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Lee Stout
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