Startseite FSU

Benjamin Hinrichs


Zimmer 3538, Ernst-Abbe-Platz 2


(+49) 3641 94 6136

 E-Mail: e_mail
benjamin (dot) hinrichs (at) uni-jena.de

Friedrich-Schiller-University Jena
Institute for mathematics
Lehrstuhl Mathematische Physik

Ernst-Abbe-Platz 2
D-07743 Jena

Research Interests

  • spectral theory of quantum theories
  • effective aspects of quantum field theories
  • mathematical methods of conformal field theory


Master's thesis
Higher spin black holes from CFT
Supervisors: Prof. Martin Ammon, Dr. Amadeo Alba
Bachelor's thesis
Grundzustände der nicht-relativistischen Quantenelektrodynamik
(in German: Ground states in non-relativistic QED)
Supervisors: Prof. Andreas Wipf, Prof. David Hasler

Short CV

since 12/2016
Research assistant (PhD student in mathematics), FSU Jena
10/2014 - 09/2016
Master of Science in physics, FSU Jena
10/2011 - 09/2014
Bachelor of Science in physics, FSU Jena

Talks & Posters

(Co-)Organized Scientific Meetings

since 04/2018
PhD Seminar of the mathematics institute, Friedrich Schiller University Jena
Summer School 'Spectral Theory of Schrödinger Operators', Friedrich Schiller University Jena

Funding & Fellowships

Member of the Frege-Kolleg

07/2018 Young Researchers Symposium and XIX International Congress on Mathematical Physics, Montreal, local costs partially funded by the CRM Applied Math Lab
07/2018 Summer School on Current Topics in Mathematical Physics, Toronto, local costs and travel expenses partially funded by the Fields Institute for Research in Mathematical Sciences
Arizona School of Analysis and Mathematical Physics, Tucson, Arizona, local costs and travel expenses partially funded by the NSF
12/2016 - 03/2018
Associated member of the GRK 1523 'Quantum and Gravitational Fields', funded by the DFG
10/2011 - 09/2016
Studies funded by the German Academic Scholarship Foundation (Studienstiftung des deutschen Volkes)


WiSe 18/19 Übung Analysis I

SoSe 18 Übung Gewöhnliche Differentialgleichungen

WiSe 17/18 Seminar Analysis - Hamiltonsche Systeme (with David Hasler)

SoSe 17 Übung Analysis II

SoSe 15 Übung Mathematische Methoden der Physik II

WiSe 14/15 Übung Mathematische Methoden der Physik

WiSe 13/14 Übung Analysis III LAG

SoSe 13 Übung Analysis II LAG

WiSe 12/13 Übung Analysis I LAG