Title: Asymptotics of stability thresholds
Abstract: We study asymptotic behavior of the stability thresholds of a big line bundle, and prove explicit bounds on the error terms. This answers Jin-Rubinstein-Tian’s questions affirmatively. A key step in our proof is to show that the stability thresholds of a big line bundle can always be computed by quasi-monomial valuations. This generalizes Blum– Jonsson’s result on the stability thresholds of an ample line bundle.
Audience
- Faculty/Staff
- Student
- Post Docs/Docs
- Graduate Students
Contact
Yuchen Liu
(847) 491-5553
Email