Wiebke S. Diestelkamp

Education

• Ph.D. in Mathematics with a specialization in Probability and Statistics, 1998

University of Wisconsin - Milwaukee
Advisor: Jay H. Beder
• M.S. in Mathematics, 1992

University of Wisconsin - Milwaukee
• Graduate studies in Wirthschaftsmathematik*, 1987-1990

Universität Ulm
• Vordiplom in Wirtschaftsmathematik*, 1987

Georg-August-Universität Göttingen

Work Experience

• Associate Professor, Department of Mathematics, University of Dayton, 2005 - present
• Assistant Professor, Department of Mathematics, University of Dayton, 1998 - 2005
• Graduate Teaching Assistant, Department of Mathematical Sciences, University of Wisconsin - Milwaukee, 1990 - 1998
• Graduate Assistant, Department of Mathematics, Universität Ulm, 1988 - 1990

Publications

My research area is in design of experiments, with an emphasis on orthogonal arrays. However, I have developed an interest in graph theory and combinatorics as well. I have worked on projects concerning multipartite tournaments and and on projects about permutation polynomials for Latin squares of prime or prime-power order.

• Wiebke S. Diestelkamp. The decomposability of simple orthogonal arrays on 3 symbols having t+1 rows and strength t, Journal of Combinatorial Designs, Vol. 8 (2000), 442-458.
• Wiebke S. Diestelkamp and Jay H. Beder. On the decomposition of orthogonal arrays, Utilitas Mathematica, Vol. 61 (2002), 65-86.
• Wiebke S. Diestelkamp. Parameter inequalities for orthogonal arrays with mixed levels. Designs, Codes and Cryptography, Vol. 33 (2004), 187-197.
• Wiebke S. Diestelkamp, Stephen G. Hartke and Rachael H. Kenney. On the degree of local permutation polynomials, Journal of Combinatorial Mathematics and Combinatorial Computing, Vol. 50 (2004), 129-140.
• Atif Abueida, Wiebke S. Diestelkamp, Stephanie P. Edwards and Darren B. Parker. Determining properties of a multipartite tournament from its lattice of convex subsets. Australasian Journal of Combinatorics, Vol. 31 (2005), 217-230.
• Atif Abueida, Mike Daven, Wiebke S. Diestelkamp, Stephanie P. Edwards and Darren B. Parker. Multidesigns for graph triples of order 6. Congressus Numerantium, Vol. 183 (2006), 139-160.
• Jay H. Beder and Wiebke S. Diestelkamp. Box-Hunter resolution in nonregular fractional factorial designs. Journal of Statistical Theory and Practice, Vol. 3, No. 4 (2009).

Membership in professional organizations

• The Mathematical Association of America (MAA)
• Project NExT
• Ohio Section of the MAA
• Ohio NExT
• The American Statistical Association (ASA)
• Dayton Chapter of the ASA
• The Association for Women in Mathematics (AWM)