Rémy Dubertrand

Department of Mathematics
University of Bristol
University Walk
Bristol BS8 1TW
United Kingdom

Tel: +44 (0) 117 954 5614

Fax: +44 (0) 117 928 7999

Email: remy.dubertrand(at)bristol.ac.uk

I am currently a research assistant working with Sebastian Muller at the Deparment of Mathematics of the University of Bristol

From April 2010 to June 2011 I was a research associate in Sandro Wimberger's group at the University of Heidelberg, Germany.

From October 2008 to March 2010 I was a research and teaching assitant in the Department of Mathematics at the University of Bristol, UK. I was working with Jon Keating as a member of the Mathematical Physics Group. From October 2008 to September 2009 I was a fellow from the French program "Bourse Lavoisier". Then I taught the Random Matrix Theory lecture with Eva-Maria Graefe and gave tutorials on Calculus.

I did my PhD in Physics at the Laboratory of Theoretical Physics and Statistical Models in Orsay, France, under the supervision of Eugène Bogomolny. The title of my thesis is "Two applications of quantum chaos : description of the nodal lines of the random waves with SLE and description of dielectric cavities".

Publications

The papers listed below are made available as a scientific resource for the private use of individual scholars. None of the material may be used commercially, or for financial gain. Some of it is protected by copyright. Requests for permission to make public use of any of the papers, or material therein, should be sought from the original publisher. It is the responsibility of anyone making use of this material to ensure that they are not breaking copyright.
  1. SLE description of the nodal lines of random waves functions (2007) E. Bogomolny, R. D., C. Schmit, J. Phys. A vol: 40, page: 381 pdf,

  2. Inferring periodic orbits from spectra of simple shaped micro-lasers (2007) M. Lebental, N. Djellali, C. Arnaud, J.-S. Lauret, J. Zyss, R. D., C. Schmit, E. Bogomolny, Phys. Rev. A vol:76, page: 023830 pdf,

  3. Circular dielectric cavity and its deformation (2008) R. D., E. Bogomolny, N. Djellali, M. Lebental, C. Schmit, Phys. Rev. A vol: 77, page: 013804 pdf,

  4. Trace formula for dielectric cavities: I. General properties (2008) E. Bogomolny, R. D., C. Schmit, Phys. Rev. E vol:78, page: 056202 pdf,

  5. Spectral statistics of a pseudo-integrable map: the general case (2009) E. Bogomolny, R. D., C. Schmit, Nonlinearity vol: 22, page: 2101 pdf,

  6. Near integrable systems (2009) E. Bogomolny, M. R. Dennis, R. D., J. Phys. A vol: 42, page: 335102 pdf,

  7. Trace formula for dielectric cavities: II. Regular, pseudointegrable, and chaotic examples (2011) E. Bogomolny, N. Djellali, R. D.,I. Gozhyk, M. Lebental, C. Schmit, C. Ulysse, and J. Zyss, Phys. Rev. E vol: 83, page: 036208 pdf,

  8. Fidelity of the near-resonant quantum kicked rotor (2011) B. Probst, R. D. and S. Wimberger, J. Phys. A vol: 44, page: 335101 pdf,

  9. Fidelity for kicked atoms with gravity near a quantum resonance (2012), R. D., I. Guarneri and S. Wimberger, Phys. Rev. E vol: 85, page: 036205, pdf

  10. Trace formula for chaotic dielectric resonators tested with microwave experiments (2012), S. Bittner, B. Dietz, R.D., M. Miski-Oglu, J. Isensee, A. Richter, Phys. Rev. E vol: 85, page:056203 pdf