Department Of Mathematical Physics And Modeling 1

1. A MULTI-POINT PROBLEM FOR A SYSTEM OF DIFFERENTIAL EQUATIONS WITH PIECEWISE-CONSTANT ARGUMENT OF GENERALIZED TYPE AS A NEURAL NETWORK MODEL
2. Numerical analysis of vortex formation and particle dispersion in a supersonic compressible particle-laden mixing layer
3. Simulation of the shock wave boundary layer interaction in flat channel with jet injection
4. A new non-equilibrium modification of the k−ω turbulence model for supersonic turbulent flows with transverse jet
5. Mathematical modeling and analysis of thermal dynamics in an electrical contact bridge with nonlinear Stefan problem including thermoelectric effect and internal heat source
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