Authors: Damiano Testa
Publish Date: 2007/06/23
Volume: 259, Issue: 1, Pages: 61-64
Abstract
Let X subset mathbbPN be a smooth complex complete intersection such that omega X simeq mathcal O X1 Let f S → X be a generically finite morphism from a smooth projective variety to X Under some positivity assumption on the anticanonical divisor of S if 2 ≤ dim S ≤ dim X − 2 we prove that the deformations of f are contained in a subvariety of codimension at least 2
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