Hiring

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               Post-Doc. in Computational Physics

Carleton University (Ottawa), Centre de Recherche Mathématiques (Montreal), Université de Sherbrooke (Sherbrooke)

Title: Quantum Relativistic Laser-Molecule Interactions: Maxwell-Dirac Equation Simulation.

Description & Objectives
Details to follow.

Keywords: Dirac & Maxwell's equations, Numerical Methods, High Performance Computing.

Requirements: A PhD in one of the following areas is required: Applied Mathematics, Quantum Physics. Applicants should have a strong background in Scientific Computing and High Performance Computing.

Supervision:  Emmanuel Lorin (Carleton University), and André Bandrauk (Université de Sherbrooke).

Starting date: October 2010

Salary: $40,000 per year.

Applications: Interested applicants should submit a cover sheet, a resume with a publication list, a description of current research interests, and two letters of recommendation, by email.

elorin@math.carleton.ca

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I am also hiring MSc/PhD students in Applied Mathematics and Scientific Computing at Carleton University or at the University of Montreal where I am Adjunct Professor. If you are interested in working with me in particular in the following areas, please contact me at elorin@math.carleton.ca


-Numerical Approximations of Partial Differential Equations
      
     -Solutions of PDE using multilevel/multiresolution wavelet collocation/Galerkin methods: application Maxwell's equations [new topic]
     -Absorbing Boundary Conditions for laser-molecule Schroedinger equations
     -Filamentation simulation via nonlinear waves/Schroedinger and Maxwell-Schroedinger-Plasma
    
-Applied Mathematics for Quantum Chemistry

    
-Modeling and analysis of laser-gas interactions from micro-macro scales: Maxwell+Schroedinger+Vlasov
     -Modeling and analysis of quantum and relativistic laser-gas interactions : Maxwell+Dirac
   
-Numerical Analysis of Hyperbolic Systems of Conservation Laws

     -Multiresolution analysis (MRA) for mesh adaptation [new topic]
     -Non-diffusive finite volume schemes for HSCL
     -Convergence analysis

-High Performance Computing - Parallel Computing




                                                                                                                                                                                           Last update: Sept. 2010