paper

On G-Fano threefolds

arXiv:1506.07873 · doi:10.1070/IM2015v079n04ABEH002761

Abstract

We study Fano threefolds with~terminal singularities admitting a "minimal" action of a finite group. We prove that under certain additional assumptions such a variety does not contain planes. We also obtain an upper bounds of the number of singular points of certain Fano threefolds with~terminal factorial singularities.

17 pages

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