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Benjamin Hinrichs


Profilbild
 Office:

Zimmer 3538, Ernst-Abbe-Platz 2

 Phone:

(+49) 3641 94 6136

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

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

Ernst-Abbe-Platz 2
D-07743 Jena
Germany

Research Interests

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

Theses

Master's thesis
Higher spin black holes from CFT
Supervisors: Prof. Martin Ammon, Dr. Amadeo Alba
07/2016
Bachelor's thesis
Grundzustände der nicht-relativistischen Quantenelektrodynamik
(in German: Ground states in non-relativistic QED)
Supervisors: Prof. Andreas Wipf, Prof. David Hasler
09/2014

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
07/2018
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
03/2018
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)

Teaching

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