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Arbeitsgruppe Algorithmische Algebra und Diskrete Mathematik

University of Kassel » Fachbereiche » Faculty of Mathematics and Natural Sciences » Institut für Mathematik

Phone:

+49 (0)561 804-4692

Fax:	+49 (0)561 804-4646

URL:	http://www.mathematik.uni-kassel.de/compmath/

Address:

Heinrich Plett Str. 40
34132 Kassel

Projects

10/2010 - 10/2013	Bifurcations and Singularities of Algebraic Differential Equations
2010 - 2012	Förd.ausländ.Gastdozenten
06/2004 - 12/2009	Spezielle Funktionen als Lösungen gewöhnlicher Differentialgleichungen
12/1999	Darstellungstheorie von Schuralgebren
01/1999 - 01/2002	Algorithmen in polyzyklischen Gruppen
01/1999	Galoisgruppen kleinen Grades
01/1999 - 01/2002	Konstruktion von Gruppen mit gegebener Ordnung
01/1999	Niedrigdimensionale Darstellungen
01/1999	Spetses

Publications

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1998	Foupouagnigni, M., Koepf, W., Ronveaux, A., 1998. Fourth order difference equation for the associated classical discrete orthogonal polynomials. Journal of Computational and Applied Mathematics 92, 103–108. https://doi.org/10.1016/S0377-0427(98)00050-8
1998	Koepf, W., Schmersau, D., 1998. Representations of orthogonal polynomials. Journal of Computational and Applied Mathematics 90, 57–94. https://doi.org/10.1016/S0377-0427(98)00023-5
1998	Malle, G., 1998. Spetses. Doc. Math. J. DMV Extra Volume ICM II, 87–96.
1998	Eick, B., O’Brien, E., 1998. The groups of order 512, in: Matzat, G. (Hrsg.), Algorithmic Algebra and Number Theory. Springer, Berlin, Heidelberg, New York, S. 379.
1997	Malle, G., 1997. Degr?s relatifs des alg?bres cyclotomiques associ?es aux groupes de r?flexions complexes de dimension deux, in: Cabanes, M. (Hrsg.), Finite reductive groups: related structures and representations. Birkhäuser, Basel, S. 311–332.
1997	Koepf, W., Schmersau, D., 1997. Weinstein’s functions and the Askey-Gasper identity. Integral Transforms and Special Functions 5, 227–246.
1996	Koepf, W., Schmersau, D., 1996. On the de Branges Theorem. Complex Variables 31, 213–230.
1995	Koepf, W., Ben-Israel, A., 1995. Making change with Derive: different approaches 2, 72–78.
1994	Frey, G., Rück, H.-G., 1994. A Remark Concerning m-Divisibility and the Discrete Logarithm in the Divisor Class Group of Curves. Mathematics of Computation 62, 865–875.
1994	Koepf, W., Schmersau, D., 1994. Bounded nonvanishing functions and Bateman functions. Complex Variables 25, 237–259.

Subordinate Organisational Units

Computational Mathematics