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Team

Professorin

Prof. Dr. Myfanwy Evans

Raum: 2.09.2.26
Telefon: +49 331 977-1184
E-Mail: evans@uni-potsdam.de

Sekretariat

Winnie Enders

Raum: 2.09.2.06
Telefon: +49 331 977-1060
Fax: +49 331 977-1713
E-Mail: winnie.enders@uni-potsdam.de

Wissenschaftliche Mitarbeiterin

Doktorand(inn)en

Toky Andriamanalina

Raum: 2.29.02.06
E-Mail: toky.andriamanalina (at) uni-potsdam.de

Vira Raichenko

Raum: 2.29.2.06
E-Mail: raichenko (at) uni-potsdam.de

Ivan Spirandelli

Raum: 2.29.2.06
E-Mail: spirandelli (at) uni-potsdam.de

Masterstudenten

keine Mitarbeiter in dieser Position vorhanden

Ehemalige Mitarbeiter/ -innen

Matthias Himmelmann, Doktorand, 2021-2025
Anna Pini, Masterstudentin, 2023-2024
Juliane Harnisch, Masterstudentin, 2023-2024
Einav Berin, Masterstudentin, 2023
Rhoslyn Coles, Doktorandin, 2020-2024
Lukas Minogue, Masterstudent, 2022
Tobias Hain, Doktorand, 2020-2021
 

Angewandte Geometrie & Topologie

Adresse

Universität Potsdam
Institut für Mathematik
Campus Golm, Haus 9
Karl-Liebknecht-Str. 24-25
D-14476 Potsdam

Activities

08.05.2025, 16:15  –  Haus 9, Raum 1.22
Forschungsseminar Differentialgeometrie

Scalar Curvature Rigidity and Higher Index Theory

Thomas Tony

Llarull proved in the late '90s that the round n-sphere is area-extremal, meaning that one cannot simultaneously increase both its scalar curvature and its metric. Goette and Semmelmann generalized... 

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09.05.2025, 11:00  –  Campus Golm, Building 9, Room 2.22 and via Zoom
Arbeitsgruppenseminar Analysis

Cosmological solutions to the semiclassical Einstein equation with Minkowski-like vacua

Nicolai Rothe (TU Berlin)

We will discuss some newly found solutions to the full massless semiclassical Einstein equation (SCE) in a cosmological setting (with Λ=0).

After a short introduction to the relevant notions, we... 

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12.05.2025, 14:00  –  Haus 9, Raum 2.22
Verteidigung Masterarbeit / Master's Thesis Defence

Spectral flow of twisted Dirac operators

Remo Ziemke

This thesis generalizes Getzler's spectral flow formula for twisted Dirac operators to arbitrary twisting bundles and 1-parameter-families of connections. The formula proved by Getzler states that
... 

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15.05.2025, 16:15  –  Haus 9, Raum 1.22
Forschungsseminar Differentialgeometrie

TBA (Oskar Riedler)

Oskar Riedler

TBA

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16.05.2025, 10:00  –  Campus Golm, Building 9, Room 2.22 and via Zoom
Arbeitsgruppenseminar Analysis

Rough Geometric Integration

Harprit Singh (Wien) (online)

Combining ideas from Whitney’s geometric integration theory and rough analysis, we introduce spaces of rough differential \(k\) forms on \(d\)-manifolds which are formally given by
\(f = \sum _I... 

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