Part of the thematic semester New Directions in Modern Harmonic Analysis and Applications January-June 2026) hosted by the Erdős center.

Part of the thematic semester New Directions in Modern Harmonic Analysis and Applications (January-June 2026) hosted by the Erdős Center.

The conference (organized in conjunction with the Clay Institute) will bring together experts from various fields of low-dimensional topology.

The summer School concentrates mostly on topological aspects, like classification and the genus formula for projective curves, algebraic knots and links, algebraic plane curve singularities, monodromy, Milnor number and fibers.

The objective of the Focused Workshop is to bring together experts from dynamical systems, harmonic analysis, and geometric measure theory in order to facilitate progress on the dimension drop conjecture by gaining a deeper understanding of the connections between these areas.

The aim of this conference series, which take place once every 2 or 3 years, is to attract and bring together mathematicians, physicists, philosophers of science, and logicians from all over the world interested in these and related areas to exchange new ideas, problems and results.

Trace formulas are a central tool to understand families of automorphic forms. The workshop will gather a team of young and dynamic researchers to foster new projects to obtain arithmetic statistics on automorphic forms for such higher rank groups using the newly available trace formulas.

The logarithmic Brunn-Minkowski conjecture is a fascinating open problem on the borderline of convex geometry, differential geometry and non-linear PDE's.

The aim of this workshop is to discuss and make progress on open problems related to properties and applications of asymptotic tensor parameters.

Jointly organized with the RTG Berlin-Hannover "From geometry to numbers: Moduli, Hodge theory, rational points" financed by the DFG. Part of the thematic semester Algebraic Geometry (August-December 2026) hosted by the Erdős Center.