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Mathematica in Action: Check Your Answers... But How?
Authors

Rob Knapp
Organization: Wolfram Research, Inc.
Department: Kernel Technology
Stan Wagon
Organization: Macalester College
Department: Department of Mathematics and Computer Science
URL: http://www.stanwagon.com/
Journal / Anthology

Mathematica in Education and Research
Year: 1998
Volume: 7
Issue: 4
Page range: 76-85
Description

Numerical instabilities can take a variety of forms. How can one recognize cases where such instabilities cause the numerical solution to a differential equation to be invalid?
Subjects

*Applied Mathematics > Numerical Methods
*Mathematics > Calculus and Analysis > Differential Equations
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Checking.nb (1.3 MB) - Mathematica Notebook