A restriction theorem and the Poincare series for U-invariants.
A Short Proof of the Kemp Vanishing Theorem.
A Smooth Four-Dimensional G-Hilbert Scheme
2000 Mathematics Subject Classification: 14C05, 14L30, 14E15, 14J35.When the cyclic group G of order 15 acts with some specific weights on affine four-dimensional space, the G-Hilbert scheme is a crepant resolution of the quotient A^4 / G. We give an explicit description of this resolution using G-graphs.
A Unified Kummer-Artin-Schreier Sequence.
A Very Simple Proof of Bott's Theorem.
Abelian group actions on algebraic varieties with one fixed point.
Abelian Varieties, l-adic Representations and Lie Algebras.
Abstract class field theory (formatting of modules).
Action du groupe additif
Actions of group schemes (I)
Actions of parabolic subgroups in GL_n on unipotent normal subgroups and quasi-hereditary algebras
Let R be a parabolic subgroup in . It acts on its unipotent radical and on any unipotent normal subgroup U via conjugation. Let Λ be the path algebra of a directed Dynkin quiver of type with t vertices and B a subbimodule of the radical of Λ viewed as a Λ-bimodule. Each parabolic subgroup R is the group of automorphisms of an algebra Λ(d), which is Morita equivalent to Λ. The action of R on U can be described using matrices over the bimodule B. The advantage of this description is that each...
Additive extensions of a Barsotti-Tate group
Adèles et groupes algébriques
Adhérence d'orbite et invariants.
Adjoint vector fields on the tangent space of semisimple symmetric spaces.
Affine lines on logarithmic Q-homology planes.
AK-invariant, some conjectures, examples and counterexamples
In my talk I am going to remind you what is the AK-invariant and give examples of its usefulness. I shall also discuss basic conjectures about this invariant and some positive and negative results related to these conjectures.
Albanese varieties with modulus and Hodge theory
Let be a proper smooth variety over a field of characteristic and an effective divisor on with multiplicity. We introduce a generalized Albanese variety Alb of of modulus , as higher dimensional analogue of the generalized Jacobian with modulus of Rosenlicht-Serre. Our construction is algebraic. For we give a Hodge theoretic description.
Algebraic automorphisms of smooth affine surfaces.
Algebraic groups associated with abelian varieties.