Professor Paolo Cascini

Professor Paolo Cascini is a member of the Department of Mathematics at Imperial College London. He serves as Head of the Pure Mathematics Section and holds the title of Professor of Mathematics. His research interests are aligned with the broader field of mathematics, though specific research areas are not detailed in available sources. His professional profile can be accessed at https://profiles.imperial.ac.uk/p.cascini.

Paolo Cascini is a researcher specializing in algebraic geometry, with a focus on the minimal model program, positivity properties of divisors, and the behavior of singularities in positive characteristic. His work explores the existence of minimal models for varieties of log general type, the properties of log del Pezzo surfaces, and the behavior of Kawamata–Viehweg vanishing in non-normal settings. Cascini also investigates foliation adjunction, polarized endomorphisms, and the numerical dimension of pseudo-effective divisors. His research contributes to understanding the structure of algebraic varieties and their moduli spaces, particularly in the context of characteristic p and F-regularity.