Stuart number: Difference between revisions

Revision as of 00:11, 19 July 2013

L-stability or Lascal (La-skal) stability is a special case of A-stability, a property of Linear Multistep Methods (LMM). A method is L-stable if it is A-stable and $| ϕ (z) | \to 0$ as $z \to \infty$ . See Stiff equation.

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-Hi there! :) My name is Charley, I'm a student studying Religious Studies from Bodo, Norway.
+{{Multiple issues|context = March 2012|unreferenced = March 2012}}
+'''L-stability''' or Lascal (''La-skal'') stability is a special case of A-stability, a property of [[Linear Multistep Method]]s (LMM).
+A method is L-stable if it is A-stable and <math> |\phi(z)| \to 0 </math> as <math> z \to \infty </math>. See [[Stiff equation]].
+[[Category:Numerical differential equations]]
+{{mathapplied-stub}}