Stony Brook Mathematics
The Mathematics Department, housed within Stony Brook's College of Arts and Sciences, was founded in 1958 and in recent years has been consistently ranked among the top twenty-five departments in the country. Particular strengths include differential and symplectic geometry, algebraic geometry, algebraic topology, dynamics, complex analysis, and their applications to mathematical physics.
Math: Colloquium : Ben Bakker, UIC
New Birational Invariants (Note the special time)
Hypergeometric functions of matrix argument
Curvature-homogeneous hypersurfaces in space forms
Where polynomial dynamics meets Fuchsian groups - Sabyasachi Mukherjee
Deterministic Localization for the Discrete Schrodinger Operator - Artur Avila
Inscription problems and symplectic geometry - Joshua Greene
Cohomological splittings in algebraic and symplectic geometry - Daniel Pomerleano
The quantum connection and its discontents - Paul Seidel
The stable Bernstein theorem for minimal hypersurfaces - Chao Li
Monge-Ampere equations: beyond the classical cases - Semyon Alesker
Recent progress in mean curvature flow - Bruce Kleiner
Compact holonomy G_2 manifolds need not be formal - Lucia Martin Merchan
On the Applications of Topology - Sara Kalisnik
Stony Brook Mathematics Commencement 2024
Symplectic capacities, Viterbo isoperimetric conjecture, ... - Marco Mazzucchelli
Stable degenerations of singularities - Ziquan Zhuang
Real loci of non-real varieties - Oleg Viro
Homotopy Groups of Spheres - Zhouli Xu
Mathematical structures in generative linguistics - Matilde Marcolli
Geometric variational problems: regularity vs singularity formation - Yannick Sire
Vortex sheets and groupoids - Boris Khesin
Uniform volume doubling and functional inequalities on Lie groups - Masha Gordina
The nonlinear stability of black holes: an overview - Elena Giorgi
Towards a Mathematical Theory of 3D Mirror Symmetry - Justin Hilburn
On exotic embeddings of submanifolds in 4-manifolds - Anubhav Mukherjee
Chain level string bracket and punctured holomorphic discs - Yin Li
Billiards in conics revisited - Sergei Tabachnikov