Institut für Mathematik Potsdam

Summer Semester 2023

Mathematisches Problemlösen Moodle

Geometry, Topology and Applications Moodle

Winter Semester 2022/23

Mathematik für Wirtschaftsinformatiker, Moodle

Summer Semester 2022

Mathematisches Problemlösen, Moodle

Computational Topology, Moodle

Winter Semester 2021/22

Mathematik für Wirtschaftsinformatiker, Moodle

Seminar Topics in Applied Geometry: Symmetry, Moodle

Summer Semester 2021

Geometry, Topology and Applications, Moodle

Basiskompetenzen Mathematik, Moodle

Winter Semester 2020/21

Ringvorlesung interdisziplinäre Mathematik: Eine projektorientierte Einführung, Moodle

Mathematik für Wirtschaftsinformatiker, Moodle

Summer Semester 2020

Geometry, Topology and Applications, Moodle

Einführung in die Topologie, Moodle

Applied Geometry and Topology

Address

University of Potsdam
Institute of Mathematics
Campus Golm, Haus 9
Karl-Liebknecht-Str. 24-25
14476 Potsdam
Germany

Activities

18.10.2023, 12:00 – Haus 9, Raum 2.22
Forschungsseminar Wahrscheinlichkeitstheorie

Pseudo-chaotic expansion and explicit correlation formula for the Hawkes processes

Anthony Réveillac (INSA Toulouse)

Hawkes processes have proved to be a powerful probabilistic model for various applications in neurosciences or insurance. These counting processes are defined through their intensity which is...

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19.10.2023, 16:00 – Haus 9, Raum 0.14
Forschungsseminar Differentialgeometrie

Extracting Hadamard coefficients from Green’s expansions

Lennart Ronge (UP)

Hadamard coefficients are a Lorentzian equivalent to the Riemannian heat kernel coefficients. They encode information about the geometry of the underlying Lorentzian manifold (e.g. the scalar...

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25.10.2023, 12:00 – Campus Golm, Building 9, Room 2.22
Forschungsseminar Wahrscheinlichkeitstheorie

Duality, interacting particle systems, and infinite-dimensional orthogonal polynomials

Sabine Jansen (LMU München)

Studying the time-evolution of a many-particle system is a difficult task. For some interacting particle systems in Z^d, duality and intertwining allow to map the time evolution of one- or two-point...

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