5 problems

Let $f_{\text{\sc ise}}$ be the density of the integrated super-Brownian excursion (ISE), whose existence and Hölder continuity are established in the paper. ISE density differenti…

Let $T_n$ be a conditioned Galton--Watson tree with $n$ nodes, whose edges carry independent identically distributed integer-valued increments $\eta_e$ with mean $0$, finite varian…

Let $\mu_{\mathrm{ISE}}$ be the integrated superBrownian excursion measure on $\mathbb{R}$, and let $Y(\lambda)$ be the non-negative random variable whose law is specified by the l…

Let ISE denote Integrated SuperBrownian Excursion, and let a Continuum Random Map (CRM) mean a continuum random metric-space object analogous to the Continuum Random Tree (CRT), wh…

Let $f_{\mathtt{ISE}}$ be the random differentiable density of the Integrated SuperBrownian Excursion arising as the scaling limit of the vertical profile of suitable conditioned r…