Seminars for Pure Mathematics
Spring 2021
View Previous SemestersApr 15 |
Elisa Bellah (University of Oregon) |
TBA |
Algebra and Its Applications |
Time: 3:05 |
Location: Zoom |
Apr 1 |
Joe Webster (University of Oregon) |
TBA |
Algebra and Its Applications |
Time: 3:05 |
Location: Zoom |
Mar 18 |
Kaneenika Sinha (IISER Pune) |
TBA |
Algebra and Its Applications |
Time: 9:45AM |
Location: Zoom |
Mar 11 |
Adriana Salerno (Bates College) |
Hasse-Witt matrices and mirror toric pencils |
Algebra and Its Applications |
Time: 3:05 |
Location: Zoom |
Mirror symmetry predicts unexpected relationships between arithmetic properties of distinct families of algebraic varieties. For example, Wan and others have shown that for some mirror pairs, the numb... More |
Mar 4 |
Kate Petersen (FSU) |
Average Height Bounds |
Algebra and Its Applications |
Time: 3:05 |
Location: Zoom |
Feb 25 |
Melissa Emory (University of Toronto) |
A multiplicity one theorem for general spin groups |
Algebra and Its Applications |
Time: 3:05 |
Location: Zoom |
Feb 11 |
Ettore Aldrovandi (FSU) |
Fiber integration in K-Theory and a construction of Deligne's |
Algebra and Its Applications |
Time: 3:05 |
Location: Zoom |
Feb 9 |
Rhiannon Griffiths (Case Western Reserve University) |
Enriched Model Categories for Functor Calculus |
Homotopy Theory Seminar |
Time: 5 pm |
Location: Zoom |
We present results necessary for developing model categories of enriched functors suitable for doing functor calculus. As a first example, we show how the discrete functor calculus of Bauer, Johnson a... More |
Feb 4 |
Mark van Hoeij (FSU) |
Modular GCD Algorithm |
Algebra and Its Applications |
Time: 3:05 |
Location: Zoom |
Jan 28 |
Alia Hamieh (UNBC) |
Mean Values of Long Dirichlet Polynomials with Higher Divisor Coefficients |
Algebra and Its Applications |
Time: 3:05 |
Location: Zoom |
Jan 19 |
Christina Osborne (Cedarville University) |
Decomposing the classifying diagram in terms of classifying spaces of groups |
Homotopy Theory Seminar |
Time: 5 pm |
Location: Zoom |
The classifying diagram was defined by Rezk and is a generalization of the nerve of a category; in contrast to the nerve, the classifying diagram of two categories is equivalent if and only if the cat... More |