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Search results for biblio_year:1979
Filters: 1 is field_research_area:7 and 2 is biblio_type:Technical reports and 3 is biblio_type:PhD Thesis and 4 is biblio_year:2004 and 5 is biblio_year:2012 and Author is Knut-Andreas Lie  [Reset Search]
K. Lie and S. Noelle. High Resolution Nonoscillatory Central Difference Schemes for the 2D Euler Equations Via Artificial Compression In Progress in Industrial Mathematics at ECMI 2000, Edited by M. Anile, V. Capasso and A. Greco. Mathematics in Industry., 2002.
K. Lie, S. Noelle and W. Rosenbaum. On the Resolution and Stability of Central Difference Schemes In Proceedings of the Third International Symposium on: FINITE VOLUMES FOR COMPLEX APPLICATIONS - PROBLEMS AND PERSPECTIVES, Porquerolles. Hermes Penton Ltd, 2002.