Many models of physical and chemical processes give rise to ordinary differential equations with special structural properties that go unexploited by general-purpose software designed to solve numerically a wide range of differential equations. If those properties are to be exploited fully for the sake of better numerical stability, accuracy and/or speed, the differential equations may have to be solved by unconventional methods. This short paper is to publish composition constants obtained by the authors to increase efficiency of a family of mostly unconventional methods, called reflexive .
CITATION STYLE
Kahan, W., & Li, R.-C. (1997). Composition constants for raising the orders of unconventional schemes for ordinary differential equations. Mathematics of Computation, 66(219), 1089–1099. https://doi.org/10.1090/s0025-5718-97-00873-9
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