Events
Check out the MSI calendar of events and participate in seminars, public lectures, information sessions and more.
The lecture series provides an overview of Drinfeld's proof of the global Langlands correspondence for GL2 over function fields, covering class field theory, moduli stacks of vector bundles, automorphic representations, and the geometric methods used in the unramified case.
This workshop explores why fractions are one of K–12 math’s hardest topics and shares practical tools for teaching them effectively. Attendees will learn how intentional early-years preparation can transform student understanding and make mastering fractions much easier.
The lecture series provides an overview of Drinfeld's proof of the global Langlands correspondence for GL2 over function fields, covering class field theory, moduli stacks of vector bundles, automorphic representations, and the geometric methods used in the unramified case.
The lecture series provides an overview of Drinfeld's proof of the global Langlands correspondence for GL2 over function fields, covering class field theory, moduli stacks of vector bundles, automorphic representations, and the geometric methods used in the unramified case.
Join us at the Mathematical Sciences Institute (MSI) as we celebrate the outstanding achievement of the ACT winners of the International Mathematical Modeling Challenge (IMMC).
This workshop will bring together researchers working on spectral and scattering theory for magnetic Schrödinger and Dirac operators, as well as related questions in mathematical physics, operator theory and geometric analysis.