1 December – Start of the MATH+ Advent Calendar 2022
The 24 challenges of the MATH+ Advent Calendar invite you to dive into MATH+ research projects.
The 24 challenges of the MATH+ Advent Calendar invite you to dive into MATH+ research projects.
On 18 November, the next MATH+ Day will take place in person again at TU Berlin! We’ll start with the General Assembly (GA) in TU’s main building: besides the Chair report, a new Chair and Board will be elected. Afterwards, we’ll move to the Math
Young scientists of the Berlin Clusters of Excellence try everything to entertain their audience at the SCIENCE SLAM, regardless of whether the subject is mathematics (MATH+), neuroscience (NeuroCure), principles of intelligence (SCIoI), catalysis networks (UniSysCat), or political constitutions (SCRIPTS). The audience decides which presentation is
Die Experimentallabore der Berlin University Alliance stellen sich am Samstag auf der Berlin Science Week im Naturkundemuseum vor. Das MATH+ Labor Schule@DecisionTheatre Lab wird repräsentiert von den Doktorand*innen des Projekts, Sinah Gürtler (FU Berlin), Christoph Werner (HU Berlin) und Joshua Wiebe (FU Berlin).
In joint work with Dustin Clausen, the talk will introduce a potential replacement for topological spaces, called condensed sets, which resolves many of these foundational issues. Scholze will try to explain what condensed sets are, and how they improve on topological spaces. Peter Scholze is
Together with the Cluster of Excellence "Temporal Communities" and the Einstein Foundation Berlin, MATH+ invites you to the opening of the transdisciplinary Thematic Einstein Forum on "Scales of Temporality" next week.
This first MATH+ Friday talk of the winter semester 2022-23 aims to give a brief overview on how algebraic statistics has evolved from an emerging field to a lively and accepted subject, with some future perspectives. Carlos Enrique Améndola Cerón is a tenure-track professor of
The talk will consider the following question: when is a given map of a surface to a 4-manifold homotopic to an embedding? Arunima Ray will give a survey of related results, including the celebrated work of Freedman and Quinn, and culminating in a general surface
Mean field games are infinite population idealizations of Nash equilibrium problems in symmetric, finite population games in the microscopic regime. They present enormous advantages, and their study has given rise to an imporant literature over the past decade with striking applications. Coming from AIMS South Africa,
Im Rahmen der Langen Nacht der Wissenschaften am 2. Juli 2022 laden wir Teamplayer, Rätselbegeisterte und Wissenschaftsfans zum MATH+ Science Pub Quiz an die TU Berlin ein.