On k-jet ampleness of line bundles on hyperelliptic surfaces
arXiv:1507.05482 · doi:10.1007/s00009-016-0775-8
Abstract
We study k-jet ampleness of line bundles on hyperelliptic surfaces using vanishing theorems. Our main result states that on a hyperelliptic surface of an arbitrary type a line bundle of type (m,m) with m\geq k+2 is k-jet ample.
arXiv comment19 pages