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  1. The conditions of spatial localization of the solution and global solvability of the problem
  2. This paper focuses on the numerical solution of the non-divergent diffusion equation
  3. Properties of the mathematical model of reaction-diffusion processes with a double nonlinearity and source
  4. Asymptotic behavior of solutions to the reaction-diffusion problem with double nonlinearity with variable density and source
  5. Asymptotic behavior of solutions for a doubly nonlinear parabolic non-divergence form equation with density
  6. To the qualitative properties of solutions of double nonlinear parabolic system with source
  7. Investigation of high accuracy difference schemes for solving the Boussinesq-L’ove equation
  8. To the qualitative properties of self-similar solutions of a cross-diffusion parabolic system not in divergence form with a source
  9. Numerical solution of source identification non-local elliptic problem
  10. The double nonlinear equation in a non-homogeneous medium with absorption
  11. To mathematical modeling of nonlinear problem biological population in nondivergent form with variable density
  12. Convergence of high-precision finite element method schemes for two-temperature plasma equation
  13. Mathematic modeling of processes describing by double nonlinear parabolic equation with convective transfer and damping
  14. Research of the application of the new cryptographic algorithms