A theorem of Tits type for automorphism groups of projective varieties in arbitrary characteristic (with an appendix by Tomohide Terasoma)

Abstract

We prove a theorem of Tits type for automorphism groups of projective varieties over an algebraically closed field of arbitrary characteristic, which was first conjectured by Keum, Oguiso and Zhang for complex projective varieties.

to appear in Mathematische Annalen

References in corpus (3)

• Jordan property for non-linear algebraic groups and projective varieties
• Relative dynamical degrees of correspondences over a field of arbitrary characteristic
• Compact Kähler manifolds admitting large solvable groups of automorphisms

Cited by in corpus (1)

• Eigenvalues and dynamical degrees of self-maps on abelian varieties