In this paper, a new asymptotic-numerical approach to solving an inverse boundary value
problem for a nonlinear singularly perturbed parabolic equation with time-periodic …

Asymptotic-numerical approach to solving the coefficient inverse problem for a nonlinear
singularly perturbed two-dimensional reaction–diffusion equation by knowing the location of …

For a singularly perturbed reaction–diffusion–advection equation, called in applications a
Burgers-type equation and having a time-periodic solution with an internal transition layer …

For a singularly perturbed Burgers' type equation with modular advection that has a time-
periodic solution with an internal transition layer, asymptotic analysis is applied to solve the …

Asymptotic analysis of a singularly perturbed reaction—diffusion—advection equation,
which is called a Burgers-type equation in applications and has a solution with a sharp …

We consider a solution in a moving front form of the initial-boundary value problem for a
singularly perturbed reaction-diffusion equation in a band with periodic conditions in one of …

This paper concerns the use of asymptotic expansions for the efficient solving of forward and
inverse problems involving a nonlinear singularly perturbed time-dependent reaction …

This paper concerns the use of asymptotic expansions for the efficient solving of forward and
inverse problems involving a nonlinear singularly perturbed time-dependent reaction …

The paper discusses the features of constructing numerical schemes for solving coefficient
inverse problems for nonlinear partial differential equations of the reaction–diffusion …

Для сингулярно возмущенного уравнения реакция-диффузия-адвекция, называемого в
приложениях уравнением типа Бюргерса и имеющего периодическое по времени …