Institut für Mathematik Potsdam

22.06.2023, 14:15-15:45 – Zoom
Geometric Analysis, Differential Geometry and Relativity

A Rigidity Theorem for Asymptotically Flat Static Manifolds and its Applications

Brian Harvie (National Taiwan University)

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11.05.2023, 14:15-15:45 – 2.22 und Zoom
Geometric Analysis, Differential Geometry and Relativity

An energy minimizing flow for rotating stars in GR

Prof. Dr. Helmut Kaul (Universität Tübingen)

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09.02.2023, 14:15-15:45 – 2.22 und Zoom
Geometric Analysis, Differential Geometry and Relativity

On the approximation of null hypersurfaces via maximal surfaces

Albachiara Cogo

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23.01.2023, 14:15-15:45 – Zoom und 2.22
Geometric Analysis, Differential Geometry and Relativity

Ricci-Flow on surfaces along the standard light cone in the 3+1 Minkowski spacetime and applications

Markus Wolff

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19.01.2023, 14:15-15:45 – 2.22 und Zoom
Geometric Analysis, Differential Geometry and Relativity

Hawking mass monotonicity for initial data sets

Sven Hirsch

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12.01.2023, 14:15-15:45 – 2.22 und Zoom
Geometric Analysis, Differential Geometry and Relativity

Static vacuum metrics with prescribed Bartnik boundary data

Zhongshan An

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15.12.2022, 14:15-15:45 – 2.22 und Zoom
Geometric Analysis, Differential Geometry and Relativity

Decay of waves in gravitational solitons

Sharmila Gunasekarans

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08.12.2022, 14:15-15:45 – 2.22 und Zoom
Geometric Analysis, Differential Geometry and Relativity

Global hyperbolicity through the eyes of the null distance

Leonardo Garcia Heveling

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01.12.2022, 14:15-15:45 – 2.22 und Zoom
Geometric Analysis, Differential Geometry and Relativity

Ancient Solutions of Ricci flow with Type I curvature growth

Andoni Royo Abrego

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24.11.2022, 14:15-15:45 – 2.22 und Zoom
Geometric Analysis, Differential Geometry and Relativity

Some inequalities involving the ADM mass via linear and nonlinear potential theory

Francesca Oronzio

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17.11.2022, 14:15-15:45 – 2.22 and Zoom
Geometric Analysis, Differential Geometry and Relativity

Uniqueness of (n+1)-dimensional black holes and equipotential photon surfaces in static vacuum

Albachiara Cogo (U Tübingen)

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03.11.2022, 14:00-15:30 – 1.22 und Zoom
Geometric Analysis, Differential Geometry and Relativity

2D limit models in nonlinear elasticity: membranes, plates and Willmore surfaces

Claudia Grabs

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27.10.2022, 14:00-15:30 – 2.22 und Zoom
Geometric Analysis, Differential Geometry and Relativity

Causal Structure at Infinity and the Positive Mass Theorem

Peter Cameron

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20.10.2022, 14:00-15:30 – 2.09.2.22, Zoom
Geometric Analysis, Differential Geometry and Relativity

Recent Estimates on the Bartnik mass

Annachiara Piubello (Universitiy of Miami)

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21.07. - 21.07.2022, 14:00-15:30 – C6H05 Tübingen, 2.09.2.22 Campus Golm
Geometric Analysis, Differential Geometry and Relativity

Solving initial data for Kaluza-Klein spacetimes

Caterina Vâlcu

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14.07. - 14.07.2022, 14:00-16:00 – C6H05 Tübingen, 2.09.2.22 Campus Golm
Geometric Analysis, Differential Geometry and Relativity

Construction and properties of free boundary minimal surfaces

Giada Franz

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14.07.2022, 14:00-16:00 – C6H05 Tübingen, 2.09.2.22 Campus Golm
Geometric Analysis, Differential Geometry and Relativity

Free boundary minimal surfaces in the unit ball

Mario Schulz

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07.07. - 07.07.2022, 14:00-16:00 – C6H05 Tübingen, 2.09.2.22 Campus Golm
Geometric Analysis, Differential Geometry and Relativity

Stability of the Spacetime Penrose Inequality in the AF Spherically Symmetric Case

Emily Schaal

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30.06. - 30.06.2022, 14:00-16:00 – C6H05 Tübingen, 2.09.2.22 Campus Golm
Geometric Analysis, Differential Geometry and Relativity

The MOTS-stability spectral problem: when `non-normal' is generic

José Luis Jaramillo

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23.06. - 23.06.2022, 14:00-15:30 – C6H05 Tübingen, 2.09.2.22 Campus Golm
Geometric Analysis, Differential Geometry and Relativity

Higher-dimensional Majumdar-Papapetrou black holes

James Lucietti

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02.06. - 02.06.2022, 14:00-15:30 – C6H05 Tübingen, 2.09.2.22 Campus Golm
Geometric Analysis, Differential Geometry and Relativity

Huisken-Yau-type uniqueness for area-constrained Willmore spheres

Jan Metzger

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12.05. - 12.05.2022, 14:00-15:30 – C6H05 Tübingen, 2.09.2.22 Campus Golm
Geometric Analysis, Differential Geometry and Relativity

Singularities in mean convex mean curvature flow

Stephen Lynch

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05.05.2022, 14:00-15:30 – C6H05 Tübingen, 2.09.2.22 Campus Golm
Geometric Analysis, Differential Geometry and Relativity

Local foliations by critial surfaces of the Hawking energy and small sphere limit

Alejandro Penuela Diaz

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28.04. - 28.04.2022, 14:00-15:30 – C6H05 Tübingen, 2.09.2.22 Campus Golm
Geometric Analysis, Differential Geometry and Relativity

Symmetries in Hamiltonian systems and their impact on ODE and PDE problems

Sonja Hohloch

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21.04. - 21.04.2022, 14:00-16:00 – C6H05 Seminar room S09 Tübingen, 2.09.2.22 Campus Golm
Geometric Analysis, Differential Geometry and Relativity

On effects of the null energy condition on spacelike and timelike umbilical hypersurfaces in a class of static spacetimes

Markus Wolff

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15.02. - 15.02.2022, 12:15-13:45 – Room 2.09.2.22 Campus Golm, C9A03 Tübingen
Geometric Analysis, Differential Geometry and Relativity

A Lorentzian analog for Hausdorff dimension and measure

Clemens Sämann

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08.02. - 08.02.2022, 12:15-13:45 – Room C9A03 Tübingen, 2.09.2.22 Campus Golm
Geometric Analysis, Differential Geometry and Relativity

On equipotential photon surfaces in (electro-)static spacetimes of arbitrary dimension

Olivia Vicanek-Martinez

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01.02.2022, 12:15-13:45 – Room 2.09.2.22 Campus Golm, C9A03 Tübingen
Geometric Analysis, Differential Geometry and Relativity

The classical Dirac operator on spacetimes with timelike boundary

Penelope Gehring

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25.01. - 25.01.2022, 12:15-13:45 – Room 2.09.2.22 Campus Golm, C9A03 Tübingen
Geometric Analysis, Differential Geometry and Relativity

Bubbling phenomena for sign-changing solutions of critical elliptic equations of Schrodinger-Yamabe type

Bruno Premoselli

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18.01. - 18.01.2022, 12:15-13:45 – Room C9A03 Tübingen, 2.09.2.22 Campus Golm,
Geometric Analysis, Differential Geometry and Relativity

Black Hole and Equipotential Photon Surface Uniqueness in Electrovacuum

Albachiara Cogo

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11.01. - 11.01.2022, 12:15-13:45 – Room 2.09.2.22 Campus Golm, C9A03 Tübingen
Geometric Analysis, Differential Geometry and Relativity

Positive Energy Theorems in Fourth-Order GravityPositive Energy Theorems in Fourth-Order Gravity

Rodrigo Avalos

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14.12. - 14.12.2021, 12:15-13:45 – room C9A03 Tübingen, room 2.09.2.22 Potsdam Golm
Geometric Analysis, Differential Geometry and Relativity

Local and global scalar curvature rigidity of Einstein manifolds

Klaus Kröncke

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07.12. - 07.12.2021, 12:15-13:45 – room C9A03 Tübingen, room 2.09.2.22 Golm
Geometric Analysis, Differential Geometry and Relativity

Rigidity of the spectral gap for non-negatively curved RCD spaces

Christian Ketterer

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30.11. - 30.11.2021, 12:15-13:45 – Room 2.09.2.22 Campus Golm, C9A03 Tübingen
Geometric Analysis, Differential Geometry and Relativity

Stability of timelike minimal surfaces in expanding spacetimes

Philip Thonke

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23.11. - 23.11.2021, 12:15_13:45 – Room 2.09.2.22 Campus Golm, C9A03 Tübingen
Geometric Analysis, Differential Geometry and Relativity

Large area-constrained Willmore surfaces in asymptotically Schwarzschild 3-manifolds

Thomas Körber

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16.11. - 16.11.2021, 12:15-13:45 – Room C9A03 Tübingen, 2.09.2.22 Campus Golm
Geometric Analysis, Differential Geometry and Relativity

On the evolution of hypersurfaces along their inverse spacetime mean curvature

Markus Wolff

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09.11. - 09.11.2021, 12:15-13:45 – Room 2.09.2.22 Campus Golm, C9A03 Tübingen
Geometric Analysis, Differential Geometry and Relativity

Willmore surfaces in $\R^3$

Nicolas Marque

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02.11. - 02.11.2021, 12:15-13:45 – Room 2.09.2.22 Campus Golm, C9A03 Tübingen
Geometric Analysis, Differential Geometry and Relativity

Motonicity theorems for minimal surfaces and linkedness of their boundary.

Manh Tien Nguyen

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26.10. - 26.10.2021, 12:15-13:45 – Room C9A03 Tübingen, 2.09.2.22 Potsdam Golm
Geometric Analysis, Differential Geometry and Relativity

Collapsing and noncollapsing in convex ancient mean curvature flow

Stephen Lynch

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19.10. - 19.10.2021, 12:15-13:45 – Room 2.09.2.22 Campus Golm, C9A03 Tübingen
Geometric Analysis, Differential Geometry and Relativity

Local Foliations of Constant Spacetime Mean Curvature Surfaces

Alejandro Penuela Diaz

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Past talks

Forschungsseminar "Topics in Geometric Analysis

Forschungsseminar "Nonlinear Wave Equations"

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