3 problems

Let $\operatorname{Bessel}_{\beta,a}$ be the hard-edge point process defined by the $r=1$, $\gamma=1$ limiting operator, and consider the solvable ensembles with the explicit joint…

Let $\mathbf{W}_{n,\beta}(r,s)$ be the random block tridiagonal matrix ensemble considered in the paper, and let $\beta\gamma$ denote the hard-edge parameter in the limiting Riccat…

Let $a>-1$ and $\beta>0$, and let $L_{\beta,a}$ be the random bidiagonal operator whose entries are independent chi random variables with the indicated parameters, scaled by…