Minisymposia > Algebraic Combinatorics

Organizer: Aleksandar Jurišić (University of Ljubljana, Slovenia)

Scope: Association schemes, distance-regular graphs, Terwilliger algebras.

Participants:

1. Sejeong Bang (POSTECH, Korea) - Graphs cospectral with H(3, q) which are locally disjoint union of at most three complete graphs*
2. Kris Coolsaet (Ghent University, Belgium) - Using properties of minimal idempotents in computer classifications of association schemes*
3. Aleksandar Jurišić (University of Ljubljana, Slovenia) - Inequalities for  distance-regular graphs and the structure of primitive idempotents*
4. Jack Koolen (POSTECH, Korea) - A generalization of a theorem of Neumaier*
5. William J. Martin (Worcester Polytechnic Institute, USA) - An ideal way to view the cometric property?*
6. Akihiro Munemasa (Tohoku University, Japan) - On graphs with complete multipartite $\mu$-graphs*
7. Arnold Neumaier (University of Vienna, Austria) - On graphs whose spectral radius is bounded by 3/2 sqrt(2)*
8. Hajime Tanaka (Tohoku University, Japan/Worcester Polytechnic Institute, USA) - On subsets with minimal width and dual width in Q-polynomial distance-regular graphs*
9. Melvin Vidar (University of Wisconsin-Madison, USA) - A Family of Tridiagonal pairs*
   

* - abstract received and accepted