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Valuative Invariants in Spherical Varieties by Marko Krstic is a document available to read on EtoBox.

This document discusses formulas for computing various valuative invariants of linearized ample line bundles on spherical varieties. It introduces definitions of the δ-invariant and α-invariant for a spherical variety with a group action. It then shows how to use these formulas to study g-solitons on Fano spherical varieties and proves results about the existence of Calabi-Yau cone metrics.

Author
Marko Krstic
Language
EN