4 problems

Let ${\mathbf K}$ be a rational $n\times n$ matrix, and let ${\mathbf Q}$ and ${\mathbf u}$ be $n$-vectors. Define the universal chiral partition function … Here the sum is over no…

Statistical interaction matrix conjecture. The matrix $\mathbf{G}_4$ above, together with these three universal chiral partition functions, describes (up to equivalence) one untwis…

Statistical interaction matrix conjecture. The exclusion statistics of the intertwiners in $\operatorname{PF}_2(\mathfrak{sl}_3)$ are encoded by the matrix $\mathbf{G}_3$ above. Th…

Haldane's exclusion principle is used to define statistics for many-particle states. In the KYM, applying it to holon eigenstates gives the correct statistics, whereas applying it…