Fano varieties constitute a fascinating class of algebraic varieties that are important in birational
geometry and beyond. On the other hand, studying mild singularities is an indispensable feature of
modern birational geometry. In this talk I will try to explain how one interwines the two subjects to
prove various local and global boundedness statements regarding linear systems on varieties and
families of Fano varieties.
This video is part of Harvard University‘s conference JDG 2017.
