Niklas Schubert

Research interests

  • Mathematical physics
  • Strongly correlated stochastic processes
  • Transformed measures in statistical mechanics models
  • Disordered systems in statistical mechanics

Office:

IB 2/53

E-Mail:

niklas.schubert@rub.de

Phone:

(+49)(0)234 / 32-23308

Teaching
  • Su24:         Two exercise courses and teaching assistance for Mathematics for Physicists II
  • Wi23/24:   MathePlus für ET/IT
Talks
Referee for
Publications

[1] F. Henning, C. Külske, N. Schubert, Gibbs Properties of the Bernoulli field on inhomogeneous trees under the removal of isolated sites. Markov Process. Relat. Fields 29, pp. 641-659, (2023). Article PDF

Quasilocality and non-quasilocality for the Bernoulli field on the Cayley tree under removal of isolated sites
Master thesis, University Bochum, 2023

Die FKG Ungleichung: Ein statischer und ein dynamischer Beweis im Vergleich
Bachelor thesis, University Bochum, 2021

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