All Stories

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