Dr. Felix Lubbe
I joined the Section for Geometric Analysis and Mathematical Physics of the University of Copenhagen.
My ORCID is 0000-0001-9086-124X.
I co-organized the 1st Young Geometers Meeting, which took place online on April 19–23, 2021.
[ Conferences
| Talks
| Teaching
| Publications
| Useful Links
| GitHub
]
Research Interests
- Deformation of maps via mean curvature flow
- Minimal submanifolds
- Gauge theory, Yang-Mills theory
Short CV
- since 04/2019
- PostDoc, Department of Mathematical Sciences, University of Copenhagen
- 04/2017–03/2019
- PostDoc, Department of Mathematics, University of Hamburg
- 04/2016–03/2017
- PostDoc, Mathematical Institute, Georg-August-University Göttingen
- 10/2015–03/2016
- Lecturer, Institute for Applied Mathematics, Leibniz University of Hanover
- 11/2011–10/2015
- PhD candidate and scientific assistant at the Institute for Differential Geometry, Leibniz University of Hanover
- 10/2006–09/2011
- Diploma in Mathematics, Leibniz University of Hanover
- 10/2005–08/2010
- Diploma in Physics, Leibniz University of Hanover
Where you can meet me
- Jan 15–17, 2020: Winter School on Wave Equations and Fourier Integral Operators at University of Potsdam
- Dec 11, 2019: Øresundseminar at Lund University
- May 28, 2019: Øresundseminar at University of Copenhagen
- Sep 10–14, 2018: Higgs Bundles in Mathematics and Physics Summer School at University of Hamburg
- Sep 3–6, 2018: Ricci Flow, Mean Curvature Flow and related Singular Flows at University of Hamburg
- Jun 8, 2018: 9th Northern German Differential Geometry Day at Christian-Albrechts-Universität zu Kiel
- Mar 19–23, 2018: Field Equations on Lorentzian Space-Times at University of Hamburg
- Mar 5–8, 2018: Workshop on Geometric Evolution Equations at University of Regensburg
- Feb 5–9, 2018: Winter School “Geometric Evolution Equations” (SPP 2026 Geometry at Infinity) at University of Konstanz
- Oct 9–13, 2017: Master class on Geometric Analysis on Noncompact Manifolds at University of Copenhagen
- Jul 24–28, 2017: String Math 2017 at University of Hamburg and DESY Hamburg
- Jun 30, 2017: 8th Northern German Differential Geometry Day at Leibniz University Hannover
- Nov 28–Dec 2, 2016: String Theory Meeting in the Greater Tokyo Area at Waseda University and Tokyo Metropolitan University
- May 17–20, 2016: Geometric Structures related to Hermitian and almost Hermitian manifolds at Leibniz University Hannover
- Jun 5, 2015: 6th Northern German Differential Geometry Day at Christian-Albrechts-Universität zu Kiel
Talks
Teaching
In Copenhagen:
Title | Date | Links |
Reading Seminar on Partial Differential Equations (joint with Alexander Friedrich) | Block 1, 2020 | |
Partial Differential Equations (online) | Block 1, 2020 | |
Reading Seminar on Partial Differential Equations (joint with Alexander Friedrich) | Block 2, 2019 | |
Partial Differential Equations | Block 1, 2019 | |
In Hamburg:
Title | Date | Links |
Analysis 3 (Exercises) | Winter term 2018 | STiNE, Info |
Complex Analysis (Exercises) | Summer term 2018 | STiNE |
Analysis 1 (Exercises) | Winter Term 2017/2018 | STiNE |
Mathematics for Physicists 2 (Exercises) | Summer Term 2017 | Info |
[Previous Terms]
Publications and Preprints
K. Kröncke, O. Lindblad Petersen, F. Lubbe, T. Marxen, W. Maurer, W. Meiser, O. Schnürer, Á. Szabó and B. Vertman
Mean curvature flow in asymptotically flat product spacetimes
J. Geom. Anal (2020), arXiv:1903.03502
F. Lubbe
Evolution of Contractions between Non-Compact Manifolds
arXiv:1805.12540
F. Lubbe
A Bernstein Theorem for Minimal Maps with Small Second Fundamental Form
Results Math. 74:3 (2019), arXiv:1711.09878
F. Lubbe
Evolution of area-decreasing maps between two-dimensional Euclidean spaces
J. Geom. Anal. 28(4) (2018), 3928–3949, arXiv:1608.05394
F. Lubbe
Mean curvature flow of contractions between Euclidean spaces
Calc. Var. Partial Differential Equations 55:104 (2016)
F. Lubbe and L. Schäfer
Pseudoholomorphic curves in nearly Kähler manifolds
Differ. Geom. Appl. 36 (2014), 24–43.
I. Bauer, T.A. Ivanova, O. Lechtenfeld and F. Lubbe
Yang-Mills Instantons and Dyons on Homogeneous G2-Manifolds
JHEP 10 (2010) 044, arXiv:1006.2388
Email ~@math.ku.dk: felix-lubbe@~