Martin Richter

Contact

• workRoom C54 Mathematical Sciences
  University Park
  Nottingham
  NG7 2RD
  UK
• work0115 9514933
• Martin.Richter@nottingham.ac.uk

Biography

Study of physics in Chemnitz and Dresden, Germany until 2012.

Professional Software Developer and Teamlead for BIT.Group GmbH, Germany until 2016.

Post-docoral Researcher at the Institut de Physique de Nice, France.

2018 - 2021: Post-doctoral Researcher at the University of Nottingham and the Nottingham Trent University. Since 2021: Assistant Professor in Applied Mathematics at the University of Nottingham

Teaching Summary

I am currently teaching Mathematical Methods for Civil Engineers, MTHS1009.

Recent Publications

• A. REHEMANJIANG, M. RICHTER, U. KUHL and H.-J. STÖCKMANN, 2020. Microwave Realization of the Chiral Orthogonal, Unitary, and Symplectic Ensembles Physical Review Letters. 124(11),
• A. REHEMANJIANG, M. RICHTER, U. KUHL and H.-J. STÖCKMANN, 2018. Spectra and spectral correlations of microwave graphs with symplectic symmetry Physical Review E. 97(2),
• DMITRY V. SAVIN, MARTIN RICHTER, ULRICH KUHL, OLIVIER LEGRAND and FABRICE MORTESSAGNE, 2017. Fluctuations in an established transmission in the presence of a complex environment Physical Review E. 96(3),
• MARTIN RICHTER, FABRICE MORTESSAGNE, OLIVIER LEGRAND and ULRICH KUHL, 2017. Introducing enhanced transport to the effective hamiltonian approach via random matrices with a pair of connecting states In: 2017 International Conference on Electromagnetics in Advanced Applications (ICEAA).

• View all publications

• A. REHEMANJIANG, M. RICHTER, U. KUHL and H.-J. STÖCKMANN, 2020. Microwave Realization of the Chiral Orthogonal, Unitary, and Symplectic Ensembles Physical Review Letters. 124(11),
• A. REHEMANJIANG, M. RICHTER, U. KUHL and H.-J. STÖCKMANN, 2018. Spectra and spectral correlations of microwave graphs with symplectic symmetry Physical Review E. 97(2),
• DMITRY V. SAVIN, MARTIN RICHTER, ULRICH KUHL, OLIVIER LEGRAND and FABRICE MORTESSAGNE, 2017. Fluctuations in an established transmission in the presence of a complex environment Physical Review E. 96(3),
• MARTIN RICHTER, FABRICE MORTESSAGNE, OLIVIER LEGRAND and ULRICH KUHL, 2017. Introducing enhanced transport to the effective hamiltonian approach via random matrices with a pair of connecting states In: 2017 International Conference on Electromagnetics in Advanced Applications (ICEAA).
• S. LANGE, M. RICHTER, F. ONKEN, A. BÄCKER and R. KETZMERICK, 2014. Global structure of regular tori in a generic 4D symplectic map Chaos: An Interdisciplinary Journal of Nonlinear Science. 24(2), 024409
• MARTIN RICHTER, STEFFEN LANGE, ARND BÄCKER and ROLAND KETZMERICK, 2014. Visualization and comparison of classical structures and quantum states of four-dimensional maps Physical Review E. 89(2),
• RICHTER, MARTIN, 2012. Classical and quantum investigations of four-dimensional maps with a mixed phase space
• A. BÄCKER, R. KETZMERICK and M. RICHTER, 2010. Mixed Phase Space and Tunneling In: Mesoscopic Physics in Complex Media.