Solvable subgroups generated by irreducible families in Aut of quasi-affine varieties are algebraic, implying connected solvable subgroups have derived length at most n+1 and that maximal Borels on A^n are Jonquières groups.
Representations of algebraic groups , volume =
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Orbital integrals on unitary groups over local fields in positive characteristic converge absolutely.
Ramanujam's theorem is extended from irreducible varieties to arbitrary varieties by refining the notion of dimension for automorphism groups.
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Solvable Automorphism Groups of Varieties
Solvable subgroups generated by irreducible families in Aut of quasi-affine varieties are algebraic, implying connected solvable subgroups have derived length at most n+1 and that maximal Borels on A^n are Jonquières groups.
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Convergence of orbital integrals on unitary groups in positive characteristic
Orbital integrals on unitary groups over local fields in positive characteristic converge absolutely.
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On Ramanujam's Theorem About Finite Dimensional Groups of Automorphisms
Ramanujam's theorem is extended from irreducible varieties to arbitrary varieties by refining the notion of dimension for automorphism groups.