**DISCLAIMER: This web page is set up as a courtesy for Columbia graduate students, postdocs, and undergrads who are seeking external opportunities not affiliated with the Department of Mathematics nor […]
The Department provides several options for students who wish to pursue independent study: Supervised Readings MATH UN3901 – Supervised Reading I (fall term only) MATH UN3902 – Supervised Reading II […]
Join us on Monday, April 17, 2023 and Friday, April 21, 2023 from 4:30 – 5:30pm in room 520. Professor Camillo De Lellis (Institute for Advanced Study), will deliver a two talk series (MORE…).
Spring 2025 (click to expand/collapse) MATH GR8675 – Topics in Number Theory Instructor: Dorian Goldfeld Title: Analytic Number Theory Abstract: This course will focus on the spectral theory of cusp […]
2024 Alvarado, Carlos (Massachusetts Institute of Technology) Chaban, Igor (St. Petersburg State University) Grondin, Raphael (McGill University) Hall, Ethan (Princeton University) Ma, Kunyi (New York University Shanghai) Máthé, Charlotte (University […]
Special seminar, joint with the Institute for Advanced Study, in 203 Mathematics 2:00 pm Christian Schnell Stony Brook D-modules on abelian varieties 3:30 pm Emanuele Macrì Northeastern Bridgeland stability on […]
Speaker: Alexander Braverman (Brown) Title: “ALGEBRAIC D-MODULES” Abstract: “The theory of algebraic D-modules, also known as modules over rings of differential operators (whose creation began in the 1970’s in the works of J. […]
Speaker: Alexander Braverman (Brown) Title: “ALGEBRAIC D-MODULES” Abstract: “The theory of algebraic D-modules, also known as modules over rings of differential operators (whose creation began in the 1970’s in the works of J. […]
Speaker: Alexander Braverman (Brown) Title: “ALGEBRAIC D-MODULES” Abstract: “The theory of algebraic D-modules, also known as modules over rings of differential operators (whose creation began in the 1970’s in the works of J. […]
Speaker: Alexander Braverman (Brown) Title: “ALGEBRAIC D-MODULES” Abstract: “The theory of algebraic D-modules, also known as modules over rings of differential operators (whose creation began in the 1970’s in the works of J. […]