skade eaction ffusion ne-dimensional System - ZIB
skade eaction ffusion ne-dimensional System - ZIB
skade eaction ffusion ne-dimensional System - ZIB
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ferences<br />
Babus, W.C. Rheinboldt: Error estimas for adptive fin et<br />
comutons. SIAM J. Numer. Anal 15 p. 7364 (1978)<br />
] P. Deuflhard, P. Lei<strong>ne</strong>n, H. Yserentant: Concepts an Adaptie Herarcal<br />
F e Elen Code. IMPACT, , p. 3-3 1989)<br />
3] B. Erdmann, J. Lang, R. Roitzsch: KASKADE - Manual. To appear as<br />
Technical Report TR 93-5, Konrad-Zus-Zentrum (<strong>ZIB</strong>) (1993)<br />
[4] J. Lang, A. Walter: A Fnie Eent Method Adaptive n Space and<br />
Tim for Nonli<strong>ne</strong>ar R<strong>eaction</strong>-Dffuson <strong>System</strong>s. IMPAC of Comput<br />
ing Scence and Engi<strong>ne</strong>erng, , p. 9-314 (199<br />
] J. Lang, A Walter: An Adaptive Rothe Method for Nonli<strong>ne</strong>ar Reacon-<br />
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M. Roche: Rosenbrock Methods for ifferenal Albraic Equatons.<br />
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Acknowledgements. I acknowledge R. Roitzsch for inspiring disussions<br />
on the field of programming and for making available always he urrent<br />
version of KASKADE. I also thank U. Nowak for supplying me wih referen<br />
olutions obtai<strong>ne</strong>d y his finite dffere<strong>ne</strong> method.
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