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Brown-Peterson
and Related Homology
Elliptic
Genera, Spin manifolds
The Beta Genus of Spin Hypersurfaces
Advisor: S. Ochanine
Elliptic Genera, Homogeneous Spaces, and Afine Lie
Algebras
Advisor: S. Ochanine
The Weakly Confluent Images of Graphs
Advisor: B. Fugate
A Characterization of Universal Images of Trees
Advisor: C. Eberhart
A Universal Completely Regular Curve and Inverse Limits of Locally Connected
Curves
Advisor: C. Eberhart
Advisor: F. Cohen
Finding a Boundary for a Hilbert Cube Manifold Bundle
Advisor: T. Chapman
Local Homotopy Properties in Spaces of Approximate
Fibrations
Advisor: T. Chapman
Tubular Neighborhoods of Hilbert Cube Manifolds Adviser: T. Chapman
The Pedersen Ideal and The Representation of C*-algebras
Advisor: J. Mack
A Genralization of Cell-like Mappings
Advisor: T. Chapman
Introductory course for undergraduates.
Fall 2001 instructor: B. Fugate.
Basic graduate topology.
Fall 2001 instructor: T. Chapman.
Homotopy
and Homology, complexes and applications.
Fall 2001 instructor: S. Ochanine
Past topics included: Lie groups, Characteristic Classes, K-theory,
Index theory,
Not offered in the Fall 2001
Fall 2001 instructor: S. Ochanine (Lie Algebras)
Maintained by Clarence Wilkerson
Maintained by Don Davis
Maintained by Andy Baker
Maintained by Dmitri Shakhmatov and Stephen Watson
Maintained by Andrew Nicas