Comments about quantum symmetries of SU(3) graphs
  For the SU(3) system of graphs generalizing the ADE Dynkin digrams in the classification of modular invariant partition functions in CFT, we present a general collection of algebraic objects and relations that describe fusion properties and quantum symmetries associated with the corresponding Ocneanu quantum groupo\"{i}ds. We also summarize the properties of the individual members of this system. 
R. Coquereaux (CPT), D. Hammaoui (LPTP), G. Schieber (LPTP, CBPF,   CPT), E.H. Tahri (LPTP)