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  • Convergence of rational multistep methods of of Adams-Padé type

    Publication

    - BIT NUMERICAL MATHEMATICS - Year 2012

    Rational generalizations of multistep schemes, where the linear stiff part of a given problem is treated by an A-stable rational approximation, have been proposed by several authors, but a reasonable convergence analysis for stiff problems has not been provided so far. In this paper we directly relate this approach to exponential multistep methods, a subclass of the increasingly popular class of exponential integrators. This natural,...

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