Asymptotic and numerical methods usually represent two independent approaches to solve applied mathematical problems, in particular for ordinary or partial differential equations. Here we present some cases when both techniques are used simultaneously, in a complementary way, rather than being considered as an alternative to each other.
Spigler, R. (2014). On the Interplay Between Asymptotic and Numerical Methods to Solve Differential Equations Problems. In SNC '14: Symbolic-Numeric Computation 2014. ACM [10.1145/2631948.2631974].
On the Interplay Between Asymptotic and Numerical Methods to Solve Differential Equations Problems
SPIGLER, Renato
2014-01-01
Abstract
Asymptotic and numerical methods usually represent two independent approaches to solve applied mathematical problems, in particular for ordinary or partial differential equations. Here we present some cases when both techniques are used simultaneously, in a complementary way, rather than being considered as an alternative to each other.File in questo prodotto:
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