A remarkable algebra connected with combinatorics and parastatistics.

**Hora de inicio:** 12:00. **Hora de fin:** 13:00.

We shall discuss the properties of a cubic Artin-Schelter regular algebra which is a model for the polynomial representations of the linear group $GL_n$ and which is connected with the fermionic

parastatistics, (and remind the meaning of these different items). We shall give a description of its Yoneda algebra in terms of Young diagrams and explain some results on the $A_\infty$-structure of this

Yoneda algebra.