On genera of smooth curves in higher dimensional varieties
Journal
Proceedings of the American Mathematical Society
Journal Volume
125
Journal Issue
8
Pages
2221-2225
Date Issued
1997
Author(s)
Abstract
We prove that for any smooth projective variety X of dimension ≥ 3, there exists an integer g0 = g0(X), such that for any integer g ≥ g0, there exists a smooth curve C in X with g(C) = g. © 1997 American Mathematical Society.
Type
journal article