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Asymptotic Expansion

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Asymptotic Expansion
Publications: 10,626| Citation Count: 50,786
Stemming Variations: asymptotic expansions, Asymptotical expansion, Asymptotical Expansions, asymptotics expansions, asymptotics expansion
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    • Asymptotic expansion is a method that approximately evaluates an integral or solves an initial and/or boundary value problem for ordinary or partial differential equations. Among these integrals or boundary value problems, there must be a small parameter. This small parameter characterizes the scales of the practical problem whose mathematical model is the integral or boundary value problem. An asymptotic expansion is a formal integer power or fractional power series expansion of the small parameter...

    Samuel S. Shen. Asymptotic Expansion

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