Symmetry type graphs of maps and maniplexes (Seminar DM)

Iz MaFiRaWiki

Symmetry type graphs of maps and maniplexes

María del Río-Francos

Torek, 12. november 2013, od 10-12, Plemljev seminar, Jadranska 19

Povzetek: Topologically, a map can be defined as the cellular embedding of a connected graph on a closed surface. A maniplex M of rank n − 1 is the combinatorial generalization of a map, whose structure is completely determined by an edge-colored n-valent graph G(M) with chromatic index n, often called the flag graph. In particular, non-degenerated maps correspond to maniplexes of rank 2. In this talk we will describe and give some properties of the symmetry type graph of a maniplex M. This latter corresponds to the quotient graph of the flag graph G(M) under the action of the automorphism group of M.

Glej tudi/See also

Seminar za diskretno matematiko

Osebna orodja