John J. Shepherd
Abstract
Existence, uniqueness and asymptotic properties are obtained for the solution of a nonlinear singular perturbation problem, by means of a technique that constructs a linear problem which is a suitable approximation in an appropriate sense.
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Existence, uniqueness and asymptotic properties are obtained for the solution of a nonlinear singular perturbation problem, by means of a technique that constructs a linear problem which is a suitable approximation in an appropriate sense.
Key concepts: Singular perturbation, Uniqueness, Mathematics, Singular solution, Nonlinear system, Mathematical analysis, Perturbation (astronomy), Method of matched asymptotic expansions