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Connections between homogenization theory in partial differential equations
and functional analysis of discretization algorithms. ZAMM 76,
Suppl. 1, 3-6 (1996)
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Iterated discretization. Numerical Functional Analysis and Optimization
17, 691-701 (1996)
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Informationsverlust, abstrakte Entropie und die mathematische Beschreibung
des zweiten Hauptsatzes der Thermodynamik. (zusammen mit Thomas Sonar
in) ZAMM 77, 803-821 (1997)
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GAMM and the Partition of Germany. Arch.Appl.Mech. 69, 299-308
(1999)
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Discretization of problems whose weak solutions are uniquely determined by
inequalities. Scientia Iranica 7, 9-14 (2000)
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Mathematik für Ingenieure.(zwei Bände) (zusammen mit H.J. Oberle)
Neuauflagen: Wiley VCH 1994/2000/2003
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Mathematical Models of Fluiddynamics.
(187 Seiten) Weinheim: Wiley-VCH 2003
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Towards Numerical Procedures for those Technical Phaenomena whose
Mathematical Models lead to Non-Standard Conservation Laws. A Survey.
Math. and Comput. in Simul. 61, 449-463 (2003)
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Convergence of discretization procedures for problems whose entroppy
solutions are uniquely characterized by additional relations.
Appl. of Math. 48, 417-427 (2003)
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Continuous convergence of relations.
--A principle in discretization procedures-- .
ZAMM 86, 656-664 (2006)
- Remarks on continuous convergnce connected with discretization procedures.
In: Festschrift für Karin Reich. (G. Wolfschmidt, ed.), 163-172, Augsburg: Dr. Erwin Brauner Verlag 2007
- United Economy after Unification of Areas with Neoclassic Economies
(together with Daniel Ansorge), In: Festschrift: 20 Jahre Europäische Akademie der Wissenschaften und Künste, Salzburg: edition weimar 2009 (M. Eder, ed.)
- Mathematical Models of Fluid Dynamics, 2. erw. Aufl. (zusammem mit T. Sonar). Weinheim: Wiley-VCH 2009
- Was erwartet die Gesellschaft von der Universität ?, Book Series European Academy of Siences and Arts. edition weimar 2009
- Stability concerning the Time-dependence of the Mean Life Expectancy with Respect to its Relevant Parameters, Hamb. Beiträge zur Angew. Math. 2010-10 (2010)
- Mathematik für Ingenieure** (4 Bände), 4. Aufl. (zusammen mit H.J. Oberle, K. Rothe, Th. Sonar) Weinheim, Wiley-VCH 2011.
- Recent Developments in the Numerics of Nonlinear Hyperbolic Conservation Laws, (as editor together with H.Bijl, A.Meister, Th. Sonar). Berlin-Heidelberg: Springer-Verlag 2013.
Stand: 18. Oktober 2012