Mo Jia-Qi
Abstract
A class of quasilinear singularly perturbed problems with boundary perturbation is considered. Under suitable conditions, using theory of differential inequalities we studied the asymptotic behavior of the solution for the boundary value problem.
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A class of quasilinear singularly perturbed problems with boundary perturbation is considered. Under suitable conditions, using theory of differential inequalities we studied the asymptotic behavior of the solution for the boundary value problem.
Key concepts: Method of matched asymptotic expansions, Singular perturbation, Boundary value problem, Perturbation (astronomy), Mathematical analysis, Mathematics, Mixed boundary condition, Poincaré–Lindstedt method