Dinur will talk about the PCP theorem and its many applications, and end by touching upon a surprising recent connection between PCPs and the so-called high-dimensional expanders, which are objects that come from pure math. The talk is also part of the Millennium Festival: https://die-7-grossten-abenteuer-der-mathematik.webflow.io
After too long a break, we invite you to celebrate Math with the MATH+ community. As part of the German-wide event series "The 7 Greatest Mathematical Adventures", we present a diverse program of talks and activities around the famous Millennium Prize Problem “P versus NP”.
In this talk, Christoph Reisinger will review recent theoretical and computational advances in the simulation and control of large interacting particle systems in classical and non-classical settings. Christoph Reisinger is Professor of Applied Mathematics at the University of Oxford.
McCormick will define submodularity and survey some of its applications in a variety of areas, and eventually outline what advantages it brings to the associated optimization problems. S. Thomas McCormick is the W.J. Van Dusen Professor of Management at the Sauder School of Business at
In this lecture, Viazovska will show that the E8 and Leech lattices minimize energy for a wide class of potential functions. This theorem implies recently proven optimality of E8 and Leech lattices as sphere packings and broadly generalizes it to long-range interactions. Maryna Viazovska obtained
In this talk, Max von Kleist will present approaches that utilize primary and secondary data of SARS-CoV-2 that allow to permanently monitor and assess the pandemic and that can support the choice of containment strategies. Max von Kleist currently heads the “Project Group 5: Systems
On 21 and 22 February 2022, the Berlin Mathematical School will host for the second year in a row its online BMS Days, the annual open door event for BMS applicants and new students. On Tuesday, 22 February 2022 all events will be open to
This colloquium talk will be devoted to the discussion of the important role played by functional inequalities in many areas of mathematics, giving examples and discussing the extremal functions and the best constants of some of the inequalities. Maria J. Esteban is a senior researcher at
Platonic solids are very special objects that exhibit an extremely high degree of symmetry. Regular polytopes are their generalization to higher dimensions and admit – no surprise – even higher degrees of symmetry. Jürgen Richter Gebert is full professor for Geometry and Visualization at the Technical
Chemical space, as of today, consists of more than 20 million substances linked by more than 40 million reactions. In an ongoing project, Jost is developing mathematical tools for analyzing this structure and its dynamics. Jürgen Jost has been director and permanent member of the Max