Categorical Entropies of Hilbert Schemes of Points on Surfaces and Hyperkähler Manifolds
This paper studies the categorical entropy of autoequivalences of derived categories of Hilbert schemes of points on surfaces and hyperkähler manifolds. One of the central questions about categorical entropy is whether it satisfies a Gromov-Yomdin type formula $h_{\mathrm{cat}}(Φ) = \logρ(Φ)$. We say that $X$ has the Gromov-Yomdin...