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Implementing a Rigorous ODE Solver Through...
Journal article

Implementing a Rigorous ODE Solver Through Literate Programming

Abstract

Interval numerical methods produce results that can have the power of a mathematical proof. Although there is a substantial amount of theoretical work on these methods, little has been done to ensure that an implementation of an interval method can be readily verified. However, when claiming rigorous numerical results, it is crucial to ensure that there are no errors in their computation. Furthermore, when such a method is used in a computer …

Authors

Nedialkov NS

Journal

Mathematical Engineering, , , pp. 3–19

Publisher

Springer Nature

Publication Date

2011

DOI

10.1007/978-3-642-15956-5_1

ISSN

2192-4732