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Numerical experiments with a multistep Radau method

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Published in BIT Numerical Mathematics. 1993, vol. 33, no. 2, p. 332-350
Abstract This paper describes an implementation of multistep collocation methods, which are applicable to stiff differential problems, singular perturbation problems, and D.A.E.s of index 1 and 2. These methods generalize one-step implicit Runge-Kutta methods as well as multistep one-stage BDF methods. We give numerical comparisons of our code with two representative codes for these methods, RADAU5 and LSODE.
Keywords Multistep collocation methodContinuous solutionStability
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Other version: http://link.springer.com/10.1007/BF01989754
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SCHNEIDER, Stefan. Numerical experiments with a multistep Radau method. In: BIT Numerical Mathematics, 1993, vol. 33, n° 2, p. 332-350. https://archive-ouverte.unige.ch/unige:76260

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Deposited on : 2015-10-19

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