EXTENSION THEOREMS FOR DIFFERENTIAL FORMS ON LOW-DIMENSIONAL GIT QUOTIENTS

@article{Heuver2017EXTENSIONTF,
  title={EXTENSION THEOREMS FOR DIFFERENTIAL FORMS ON LOW-DIMENSIONAL GIT QUOTIENTS},
  author={S. Heuver},
  journal={Transformation Groups},
  year={2017},
  volume={25},
  pages={81-125}
}
  • S. Heuver
  • Published 2017
  • Mathematics
  • Transformation Groups
  • In this paper we will show that the pull-back of any regular differential form defined on the smooth locus of a GIT quotient of dimension at most four to any resolution yields a regular differential form. 

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