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Abstract: . It has recently been shown that nonstiff implicit linear multistep methods may be used for semiexplicit index 2 DAEs, [2, 3]. Adams-Moulton methods up to order 3 and other methods of still higher order can be stabilized using the fi-blocking technique which is a special discretization. As no extra matrix computations are required, it is an alternative to projection methods. Here we examine some variants of fi-blocking. We show that earlier results can be interpreted as regular fi-blocking... (Update)
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BibTeX entry: (Update)
@misc{ valo-regular,
author = "Carmen Arévalo and Claus Führer and Gustaf Söderlind",
title = "Regular And Singular beta-Blocking For Nonstiff Index 2 DAEs",
url = "citeseer.ist.psu.edu/420067.html" }
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1 Convergence of multistep discretizations of DAEs (context) - Ar'evalo, oderlind - 1995
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