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Publication
Mathematics of Computation
Paper
Matricial difference schemes for integrating stiff systems of ordinary differential equations
Abstract
In this paper we give a description and analysis of a class of matricial difference schemes. This class of schemes is based in part on a generalization of the feature of classical numerical methods of being characterized by approximations at a single point in the complex plane. The schemes introduced here are effective for integrating stiff systems. © 1971 American Mathematical Society.