Asymptotic Syzygies of Weighted Projective Spaces

Abstract

By adapting methods of Ein-Erman-Lazarsfeld, we prove an analogue of the Ein-Lazarsfeld result on asymptotic syzygies for Veronese embeddings, in the setting of weighted projective spaces of the form $\mathbb{P}(1^n,2)$.

Proofs clarified. 32 pages, comments welcome!