Seminar
A skew-symmetric-based mixed FEM for stationary MHD flows in highly porous media
More is Less: Understanding Compressibility of Neural Networks via Implicit Regularization and Neural Collapse
Diameters of Cayley Graphs
Twistor Embeddings of Plane Waves
An introduction to Newton-Okounkov bodies II
Vector bundles and parabolic bundles on P^1.
I will review the classification of vector bundles on P^1. Then I will introduce parabolic bundles and discuss them in the simple cases. I will briefly review the role of parabolic bundles in the geometric Langlands program -- this will be explored in detail in the future talks.
An introduction to Newton-Okounkov bodies
An example of the geometric Langlands correspondence
In this semester, we will go over the paper by D. Arinkin and R. Fedorov "An example of the Langlands correspondence for irregular rank two connections on P1." In fact, the goal will be to understand the regular case as well as connections to more modern approaches to Langlands correspondence. In this paper, the authors construct a derived equivalence between certain moduli space of bundles and moduli space of bundles with connections.
In the first talk, I will give an overview of the results.