**NOTICE: Due to inclement weather, the talk for 3/21 has been postponed to 3/22. The talk will be held in room 417 and will start at 5:30 pm** The spring 2018 Ritt Lectures, by Professor Michael Eichmair, will take place on Tuesday, March 20 and Thursday, March 22…(more)

The Berkeley-Columbia Meeting provides a biannual, interdisciplinary forum for research in Engineering, Finance, Mathematics and Statistics. Join our second meeting on Friday, April 6 and Saturday, April 7, 2018… (more)

Come join us Wednesday, February 14, 2018 at 12 pm in RM 507, Professor Chao Li (Columbia University) will be giving a special lecture about “Elliptic Curves, Heegner Points, and Beyond”…(more)

Come join us Monday February 12, 2018 at 12 pm in RM 507, Professor Sung-Jin Oh (KIAS) will be giving a special lecture about “The Threshold Theorem for the Hyperbolic Yang-Mills Equation”(More…).

Come join us Monday February 12, 2018 at 4:30 pm in RM 520, Professor Andrew Blumberg (UT Austin) will be giving a special lecture about “Equivariant Commutative Ring Spectra”(More…).

Come join us Friday February 9, 2018 at 12 pm in RM 507, Professor Will Sawin (ETH Zürich) will be giving a special lecture about “Estimates for Modular Forms Using Exponential Sums”(MORE…).

Come join us Wednesday February 7, 2018 at 12 pm in RM 507, Professor Shirshendu Ganguly (Berkeley) will be giving a special lecture about “Rare Behavior in Models of Random Geometry”(MORE…).

Come join us Monday February 5, 2018 at 12 pm in RM 507, Professor Georg Oberdeck (MIT) will be giving a special lecture about “Counting in Algebraic Geometry and Modular Forms”(More…).

Come join us Friday February 2, 2018 at 12 pm in RM 507, Professor Francesco Lin(Princeton University) will be giving a special lecture about “Homology Cobordism and Pin(2)-monopole Floer Homology”(More…).

Come join us Wednesday January 31, 2018 at 12 pm in RM 507, Professor Konstantin Tikhomirov (Princeton) will be giving a special lecture about “Invertibility and Spectrum of Random Matrices: A Convex-Geometric Approach”(More…).