Kavli Affiliate: Zhiting Tian | First 5 Authors: Chi Li, Chi Li, , , | Summary: We prove the Yau-Tian-Donaldson’s conjecture for any $mathbbQ$-Fano variety that has a log smooth resolution of singularities such that the discrepancies of all exceptional divisors are non-positive. In other words, if such a Fano variety is K-polystable, then it […]