David Cox, Amherst College

Tate Resolutions and Weyman Complexes II

In the lecture I gave on September 19, I explained how Tate resolutions can be used to compute Beilinson monads and Chow forms. In this lecture, I will first discuss Weyman's complexes and some of their properties, and then explain how Tate resolutions can be used to generalize Weyman's construction. A key step in the argument is to compute certain sheaf cohomology groups using Schur functors and the Bott theorem.

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