Transforming the World

through Mathematics

Events

conference-crelle-riemann_hu_2026-09

7-11 September – Conference at HU Berlin: Celebrating the 200th Anniversary of Crelle’s Journal and the Birth of Riemann

16.04.2026
The Crelle journal, founded in 1826, has been closely linked to the University of Berlin and the Berlin Academy of Sciences and Humanities. The conference will focus on recent development of prominent moduli spaces in mathematics, starting from moduli space of curves, introduced by Bernhard Riemann in 1857 in his paper "Theorie der Abelschen Functionen," published in Crelle's journal.
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17 April – Alexandra Carpentier: Statistical and computational challenges in unsupervised learning: focus on ranking

13.04.2026
In this talk, we focus on understanding the problem of ranking from both an informational perspective – characterising the fundamental statistical thresholds for optimal estimation – and a computational one – characterising the fundamental limits of computationally efficient estimation. A core question for these problems is whether statistical optimality is compatible with computational efficiency...
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25. April – Tag der Mathematik @ FU Berlin

25.03.2026
Die Freie Universität Berlin lädt am 25. April zum 29. Tag der Berliner Mathematik ein. Schüler*innen, Lehrer*innen und alle an Zahlen interessierte Bürger*innen können dort in die Welt der Mathematik eintauchen.
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13. März – MATHINSIDE zum Pi Day 2026

19.02.2026
In der Vortragsreihe MATHINSIDE geben Wissenschaftler*innen des Exzellenzclusters MATH+ spannende Einblicke in ihre Forschungsarbeit und in die Anwendungsgebiete der Mathematik. Das Vortragsprogramm eignet sich hervorragend als Ausflugsziel für Schulklassen und -kurse ab Klassenstufe 10.
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30 January – Alexei Skorobogatov: Rational points on surfaces

26.01.2026
In this talk, Alexei Skorobogatov will survey the local-to-global principle for rational points, also known as the Hasse principle, with a focus on surfaces. He is Professor of Pure Mathematics at Imperial College London and works in arithmetic geometry, in particular on rational points and Brauer groups.