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- Mathematics Weekly News
Issues from:
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- Monday: December 6th, 1999
- No News.
- Tuesday: December 7th, 1999
- Algebra & Number Theory Seminar:
Chris Goff, Mathematics Department, University of Arizona, will speak
on "Isomorphic Fusion Algebras of Twisted Quantum Doubles", at 2:00PM
in Math 402.
Abstract: In this talk, we will define a
fusion algebra by looking at module categories which admit a tensor product
structure. Specifically, we will consider the twisted quantum double of a
finite group, a type of quasi-Hopf algebra (or quasi-quantum group) arising
from finite groups. We will then demonstrate how certain isomorphisms in the
fusion algebras of twisted quantum doubles of two different families of finite
groups provide support for a conjecture in the theory of vertex operator
algebras (VOAs). Finally, we will describe possible avenues for future
research. An understanding of basic group representation theory is assumed.
- Mathematics Instruction Colloquium:
Carl Lienert, Department of Mathematics, University of Arizona, will
present "A 'Simple' Problem in Number Theory", at 4:15PM in Math 501.
Refreshments beforehand.
Abstract: Gauss was the first to
give a proof of the Law of Quadratic Reciprocity, calling his result the
Theorema Aureum. Gauss ultimately gave at least 6 different proofs of the
theorem. By one mathematician's count, there are now 52 such proofs! We will
look at a brief history of the problem and its motivation. Although Gauss'
first proof was not exactly "simple," we will examine one of his proofs.
- Wednesday: December 8th, 1999
- Graduate Student Seminar:
Chris Lott, Department of Mathematics, University of Arizona, will speak
on "Ergodic Theory on Moduli Spaces" at 12:00PM in Math 402.
Please see Grad Colloquium posters/website.
Abstract: First, I will define ergodicity, explain what
it means for a function to be ergodic on a space and give some examples
on simple spaces. Then, I will discuss moduli spaces and what it means
for a function to be ergodic on a moduli space. Finally, I will state a
theorem and give what proof I can in the remaining time.
- Thursday: December 9th, 1999
- Dead Day. No Classes
- Friday: December 10th, 1999
- First Day of Finals.
Departmental Announcements
- No Announcements.
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