• Ph.D. (2004) Theoretical Physics, University of Chicago
• Employment:
  • 1999-2004 Research Assistant, Physics Department, University of Chicago
  • 2004-2006 Postdoctoral Research Officer, Physics Department, Columbia University
  • 2006-present Director's Fellow, Los Alamos National Laboratory

Research Interests:

• Nonlinear and Integrable Dynamics
• Stochastic Processes and Pattern Formation
• Quantum Information Theory
• Optimization and Algorithm Theory

Selected Recent Publications:

1. Ferenc Balogh, Razvan Teodorescu, Optimal approximation of harmonic growth clusters by orthogonal polynomials, arXiv:0807.1700 .
2. Mark Mineev-Weinstein, Mihai Putinar, Razvan Teodorescu, Random Matrices in 2D, Laplacian Growth and Operator Theory, J. Phys. A, (2008) 263001.
3. Michael Chertkov, Vladimir Y. Chernyak, Razvan Teodorescu, Belief Propagation and Loop Series on Planar Graphs, J. Stat. Mech.,(2008) P05003.
4. David Roberts, Razvan Teodorescu, A linear path toward synchronization: Anomalous scaling in a new class of exactly solvable Kuramoto models, arXiv:0801.3449, accepted in the European Physical Journal.
5. Razvan Teodorescu, Coherent oscillations in superconducting cold Fermi atoms and their applications, Invited chapter in "Leading-edge Superconductivity Research Developments", Nova, ISBN: 978-1-60456-017-6, 2008.
6. David Roberts, Razvan Teodorescu, A linear path towards self-synchronization: Analysis of the fully locked transition of the Kuramoto model,, in Proceedings of the First International Workshop on Nonlinear Dynamics and Synchronization INDS'08, Shaker Verlag, Aachen, ISBN: 978-3-8322-7225-8, 2008.