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math.AG2003★ 56 cited
Infinite-dimensional vector bundles in algebraic geometry (an introduction)
Vladimir Drinfeld
Raynaud and Gruson showed that there is a reasonable algebro-geometric notion of family of discrete (infinite-dimensional) vector spaces. The author introduces a notion of family o…
math.AG2002
On the Grinberg - Kazhdan formal arc theorem
Vladimir Drinfeld
Let X be an algebraic variety over a field k, and L(X) be the scheme of formal arcs in X. Let f be an arc whose image is not contained in the singularities of X. Grinberg and Kazhd…
math.AG2001
On a conjecture of Kashiwara
Vladimir Drinfeld
Kashiwara conjectured that the hard Lefshetz theorem and the semisimplicity theorem hold for any semisimple perverse sheaf M on a variety over a field of characteristic 0. He also…