This MATH+ Friday Colloquium celebrates the 200th birthday of Gotthold Eisenstein, a mathematician whose activity has been inextricably linked to Berlin. The colloquium consists of three parts: a historical talk by Jürg Kramer (HU Berlin) and two mathematical talks by Laurent Clozel (U Paris-Sud) and
In the current Winter Semester 2022/23, MATH+ is collaborating with the Cluster of Excellence “Temporal Communities” in the Thematic Einstein Forum (TEF) on “Scales of Temporality: Modeling Time and Predictability in the Literary and Mathematical Sciences.” As a concluding activity, a Spring School will be
In this talk, Wright will discuss how formulation and algorithmic tools from optimization have been used to address problems in computational statistics, machine learning, and AI. Stephen J. Wright holds the George B. Dantzig Professorship, the Sheldon Lubar Chair, and the Amar and Balinder Sohi Professorship
Over the past 50 years, higher algebraic structures have gradually been appearing in algebra, geometry, topology, and mathematical physics. hile classical structures, like associative, commutative or Lie algebras, are often defined by one operation, these new higher structures, like homotopy algebras or higher categories, are
Am Freitag, den 20.01.2023, fand die feierliche Preisverleihung der Mathekalender 2022 von MATH+ und Mathe im Leben statt.
Lazarsfeld will survey a body of work concerned with a complementary question, namely measuring and controlling “how irrational” a non-rational variety might be. Robert Kendall Lazarsfeld currently serves as distinguished professor at the Stony Brook University. His research focuses on geometrically oriented algebraic geometry.
This Kovalevskaya talk will give some background on the cap-set problem, and then explain Tao's proof of the Ellenberg-Gijswijt bound via the slice rank polynomial method. Sauermann will also discuss some related problems and results. Lisa Sauermann is an Assistant Professor in Mathematics at the Massachusetts
This talk aims to show how tame geometry, whose idea was introduced by Grothendieck in the 1980s as a generalization of real semi-algebraic geometry and developed by model theorist as o-minimal geometry, appears as a natural framework to control this transcendence. Bruno Klingler has been
Wissenschaftler*innen der Mathematik-Exzellenzcluster MATH+ aus Berlin, Hausdorff Center for Mathematics der Uni Bonn und Mathematik Münster der Uni Münster zeigen in anschaulichen Workshops und Vorträgen, wie vielfältig und faszinierend Mathematik ist. Mit dabei sind die MATH+ Mitglieder Dr. Niels Lindner (ZIB), Prof. Dr. Andrea Walther
The 24 challenges of the MATH+ Advent Calendar invite you to dive into MATH+ research projects.