|
|
|
|
|
|
    
|
My main field of activity is the statistical mechanics of non-equilibrium systems. Currently I am studying scaling and asymptotic properties of models with intermittent evolution like sandpiles and absorbing phase transition: directed percolation, contact process, branching annihilating random walk, trapping reaction. On point I focus on is to find the equation for the scaling function, which appear in the distribution of the total number of particles in the critical state, starting from a microscopic Fokker-Planck equation. On a more applied side I have studied the applicability of statistical models and diffusion process to the earthquakes models, fluid flow through porous medium and particle diffusion in random fields.
A distinct problem in which I have worked on recently is the numerical solution of the superconductor equation for the asymmetric Hubbard model using the formalism of Hubbard operators. |
|
|
|
|
|
