Starkov V. Mathematical models and methods of computational physics for problems of interpretation

Physical problems of the general character are studied by means of the computational physics. A solution of the problems is connected with revealing of new properties, effects and phe- nomena in nonlinear optics of multi-wave processes, dynamic holography, plasma physics and the theory of dissipative struc- tures. Approaches to problems of mathematical and physical interpretation of experimental and theoretical study results have been developed. The approaches are based upon implementation of linear and nonlinear integral equations, spline-iteration techni- que theory for the computational physics and results of computa- tional and physical experiments. As a result of computational simulations it was for the first time revealed and experimentally confirmed that the optical bistability is occurred under optical phase conjugation in nonlinear electro-optical crystals.