Asymptotic syzygies grow exponentially: a remark on a paper of Ein-Lazarsfeld

Abstract

For all $2\le q\le \dim (X)$ and most relevant $p$ values, the dimension of the asymptotic Koszul cohomology group $K_{p,q}(X,B;L_d)$ grows exponentially with $d$.

References in corpus (1)

• A vanishing theorem for weight one syzygies