Algebraic Gromov ellipticity: a brief survey
arXiv:2409.04776 · doi:10.11650/tjm/241001
Abstract
We survey on algebraically elliptic varieties in the sense of Gromov.
21 pages; minor changes; new items 2.8, 2.9 and 2.10 added concerning birational flexibility
References in corpus (12)
- Flexible varieties and automorphism groups
- Flexibility of affine cones over del Pezzo surfaces of degree 4 and 5
- Infinite transitivity on universal torsors
- The Oka principle for sections of subelliptic submersions
- Recent developments on Oka manifolds
- Elliptic characterization and localization of Oka manifolds
- Plain Varieties
- An implicit function theorem for sprays and applications to Oka theory
- On images of affine spaces
- Oka complements of countable sets and non-elliptic Oka manifolds
- Surjective morphisms from affine space to its Zariski open subsets
- Thom's jet transversality theorem for regular maps