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The mathematics department has a lively research group in the
areas of complex analysis, harmonic analysis, algebraic topology
and homotopy theory, geometric topology, dynamical systems,
commutative and computational algebra, algebraic and arithmetic
geometry, number theory, mathematical physics, noncommutative
geometry, cryptography, and symbolic computation.
Members of the group engage in a variety
of seminar
activities, as well as teach
basic and
advanced topics courses.
The following is a list of the faculty members who actively
take part in research seminars, teaching graduate courses, and
supervising doctoral research in pure mathematics. For more
details please visit their individual home pages.
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Amod
Agashe, Number theory (in particular: arithmetic
algebraic geometry), Cryptography
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Ettore
Aldrovandi, Algebraic Geometry, Homological and Homotopical Algebra,
Category Theory, Mathematical Physics
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Paolo
Aluffi, Algebraic Geometry, Commutative Algebra,
Singularities
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Steve
Bellenot, Analysis, Scientific Visualization
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Phil
Bowers, Complex Analysis, Geometric Topology
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Sergio
Fenley, Geometric Topology, Dynamical Systems
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Wolfgang
Heil, Geometric Topology
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Eriko
Hironaka, Algebraic Geometry, Geometric Topology
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Mark
van Hoeij, Algebraic Geometry, Crytography, Symbolic
Computation
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Sam
Huckaba, Commutative Algebra, Cryptography, Algebraic
Geometry
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Alec
Kercheval, Dynamical Systems, Analysis, Financial Mathematics
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Eric
Klassen, Geometric Topology, Scientific Visualization,
Complex Analysis, Algebraic Geometry
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Matilde
Marcolli (Courtesy Appointment), Functional Analysis, Geometric Topology,
Dynamical Systems, Noncommutative Geometry, Number Theory,
Partial Differential Equations
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Craig
Nolder, Complex Analysis, Financial Mathematics
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Dan
Oberlin, Harmonic Analysis
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Kathleen
Petersen, Geometric Topology, Number Theory
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Mika
Seppälä, Algebraic Geometry, Complex Analysis,
Symbolic Computation
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Seminars
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