Extension theorems for differential forms on low-dimensional good quotients

Heuver, Stefan

In this thesis I show that the pull-back of any regular differential form defined on the smooth locus of a good quotient of dimension zero to four to any resolution yields a regular differential form.

Cite

Citation style:
Heuver, S., 2018. Extension theorems for differential forms on low-dimensional good quotients.
Could not load citation form.

Rights

Use and reproduction:
All rights reserved

Export