Projects per year
Abstract
We give a set of sufficient conditions for a Laurent polynomial to be the qcharacter of a finitedimensional irreducible representation of a quantum affine group. We use this result to obtain an explicit path description of qcharacters for a class of modules in type B. In particular, this proves a conjecture of KunibaOhtaSuzuki.
Original language  English 

Number of pages  32 
Publication status  In preparation  2011 
Projects
 1 Finished

Nonultralocality and new mathematical structures in quantum integrability
MacKay, N., Regelskis, V., Sklyanin, E., Torrielli, A., Vicedo, B. & Young, C.
1/10/09 → 31/03/13
Project: Research project (funded) › Research