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We will be interested in assisting you with problems which belong to physics, mechanics, biophysics, chemistry, economics, ecology, medicine, social and complex systems, technologial and engineering systems. We will do mathematical modeling in any applied field you are interested in.

Particulary we have a great experience in modeling of Nonlinear systems:
Investigation of the dynamics of non-linear dissipative systems and their computer simulation.
Investigation of non-equilibrium non-linear
effects in physical, chemical and biological systems.
Hamiltonian dynamics of nonlinear evolutionary systems.

Sytem with free boundaries:
Nonlinear theory of surface dynamics of the phase interfaces in a whole class of non-equilibrium phenomena, arising in the processes of crystallization, electroplating, aggregate formation, etc. reduced to the Stephan problem.
Dynamics of interfaces between two fluids.

Living systems:
Mathematical modeling of the phenomena of heat and mass transfer in the tissues of living organisms.

Biophysical systems:
Investigating properties of quasispecies and replicator dynamics in molecular evolution.

Economical systems:
The modeling of the hierarchically organized perfectly functioning market.
Stock market modeling.
Technical analysis.

Ecological sytems:
An ecosystem model and the mechanism of its distributed self-regulation.

Semiconductor systems:
Mathematical modeling of instabilities of the electron-hole plasma.
Computer simulation of non-equilibrium processes in semiconductor devices.
Non-linear theory of self-organization phenomena in non-equilibrium semiconductor media.

Solid state, material and mechanical systems:
The modeling of polarization of solids by non-uniform distortion effect.
The theory of multi layer relaxation.
Studies of non-linear phenomena in solids stimulated by laser radiation.
Investigation of spatial distribution of material's physical and mechanical characteristics.

We have sufficient experience in Data processing, stochastic calculus and statistics:
In particular in application of stochastic differential equations and Path integral approach for investigation of stochastic processes in biological, medical and economic areas.
Correlational analysis, data clustering and forecasting.
Application of self-organizing techniques, like neural network methods and group methods of data handling (GMDH), for processing of experimental data sets.

and will be glad to anylize data for you!