Skip to main content
Skip to main menu Skip to spotlight region Skip to secondary region Skip to UGA region Skip to Tertiary region Skip to Quaternary region Skip to unit footer

Slideshow

Tags: Seminars

Abstract: The classical degree-genus formula computes the genus of a nonsingular algebraic curve in the complex projective plane. The well-known Thom conjecture posits that this is a lower bound on the genus of smoothly embedded, oriented and connected surface in CP2. The conjecture was first proved twenty-five years ago by Kronheimer and Mrowka, using Seiberg-Witten invariants. In this talk, we will describe a new proof of the conjecture that…
Title of talk:   An introduction to contact geometry. We'll be discussing basic notions and the relevance of contact geometry to low-dimensional topology.
Colleen Kuusinen will come and talk to us about active learning.
Title: Products in the cohomology of local Hopf algebras Abstract: This is joint work with Lucho Avramov and Srikanth Iyengar. Suppose that A is a local commutative Hopf algebra over a field of prime characteristic. The question that we investigate is: How does the a change in the coalgebra structure alter the action of the cohomology ring on the cohomology of modules? This question is particularly interesting in the case that A is the group…
Abstract: In this talk, we will discuss various properties of asymptotic translation lengths of pseudo-Anosov elements of mapping class groups on curve complex. In particular, we will discuss the asymptotic behavior of minimal asymptotic translation lengths of mapping class group and its subgroups. If time permits, I will describe the relation between the asymptotic translation length of pseudo-Anosov elements and Thurston's fibered cone of…

Support us

We appreciate your financial support. Your gift is important to us and helps support critical opportunities for students and faculty alike, including lectures, travel support, and any number of educational events that augment the classroom experience. Click here to learn more about giving.

Every dollar given has a direct impact upon our students and faculty.