3 problems

Let $\operatorname{DP}$ be the set of strict partitions, and let a hypergeometric BKP tau-function be expressed as … with $r_\lambda=e^{\sum_{j=1}^{\ell(\lambda)}\xi(\lambda_j)}$.…

Let $\operatorname{DP}$ be the set of strict partitions. A hypergeometric BKP tau-function has the form … where $r_\lambda=\prod_{j=1}^{\ell(\lambda)}\prod_{m=1}^{\lambda_j}r(m)$ f…

Let $\operatorname{DP}$ denote the set of strict partitions, let $Q_\lambda({\bf t})$ be the normalized Schur Q-function, and let $\delta_{k,j}$ denote the specialization with valu…