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Вырождение граничного слоя в окрестности сингулярных точекWe study the Dirichlet problem in a bounded plane domain for the heat equation with small parameter
Asymptotic analysis of regularly and singularly perturbed problems and their applications in biologyAsymptotic analysis of regularly and singularly perturbed problems and their applications
Applying the Best Parameterization Method and Its Modifications for Numerical Solving of Some Classes of Singularly Perturbed Problems Classes of Singularly Perturbed Problems
Asymptotic behavior of small perturbations for unsteady motion an ideal fluid jet to solving an initial-boundary value problem for Poincare–Sobolev type equation with an evolutionary
Stability of Possibly Nonisolated Solutions of Constrained Equations, with Applications to Complementarity and Equilibrium Problems classes of perturbations, and allowing for nonisolated solutions, and for systems with the same number
On nonlinear singularly perturbed problems in biologyThe paper studies a quasi-linear problem with singular perturbation, presented by means of a system
About Regular and Singular Perturbation System of ODE Polynomial Type with SingularityUsing the anagy method we study the structure of solutions to some regugar and singular perturbed
The screening Horndeski cosmologies, as their perturbations grow violently when one approaches the initial spacetime singularity. We therefore conclude
Quasi-regular asymptotic behavior of the solution of a singularly perturbed Cauchy problem for linear systems of differential matrix equations interval of t of the singularly perturbed matrix Cauchy problem epsilon dot{Z}=A(t)Z+ZB(t),quad Z(0,epsilon
High-Order Non-uniform Grid Scheme for Numerical Analysis of Singularly Perturbed Fokker-Planck Equation. The aim of this work is numerical analysis of solutions of the singularly perturbed Fokker-Planck equation
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