Fall 2021 Seminars


To see the calendar of all Math Department and IMS events click HERE.

The list of currently online seminars is available HERE.
Note: This list is only available to members of Stony Brook University.

Geometry/Topology Seminar


Time:              Tue 4:30pm - 6:00pm
Location:        Math Tower P-131
Organizers:    Xiuxiong Chen , Marcus Khuri and Claude LeBrun

A traditional central focus of the seminar is global Riemannian geometry. However, many other differential-geometric topics, such as symplectic topology, contact geometry, several complex variables, complex algebraic geometry, and General Relativity have all been the focus of many previous talks. The lectures are intended for a broad audience of mathematicians, and we encourage our speakers to begin their talks at an easily accessible, colloquium-style level.


Algebraic Geometry Seminar


Time:              Wed 4:00pm - 5:30pm
Location:        Math Tower P-131
Organizers:    Robert Lazarsfeld and Olivier Martin

Weekly seminar for the algebraic geometry group.


Analysis Seminar


Time:              Thu 1:15pm - 2:30pm
Location:        Math Tower P-131
Organizers:     Christopher Bishop, Theodore Drivas, Bob Hough, Raanan Schul

The analysis seminar covers a wide range of topics which can broadly be interpreted as "analysis". These include, for example, Probability; Analytic Number Theory; Geometric Function Theory; Geometric Measure Theory; Harmonic Analysis; Computational Geometry; Metric Geometry; Quasiconformal and Quasisymmetric Mappings; Several Complex Variables; and Partial Differential Equations.




Time:              Thu 4:30pm - 5:30pm
Location:        Math Tower P-131
Organizers:    Jingrui Cheng, Theo Drivas, Bob Hough, Robert Lazarsfeld

The colloquium is intended for a general mathematical audience, including graduate students and researchers from all fields of mathematics.


Seminar on Topology,geometry, discretization and algorithms


Time:              Fri 12:20pm - 2:20pm
Location:        Math Tower 4-130
Organizers:    Dennis Sullivan

Combinatorial topology and exterior algebra combine to create a spatial discretization optimally compatible with differential forms , multi vector fields and their algebraic symmetries. Computational algorithms related to nonlinear PDE can be naturally formulated. Other speakers will report on Navier Stokes and 3D fluid computations.