Brill's equations as a GL(V)-module

Abstract

The Chow variety of polynomials that decompose as a product of linear forms has been studied for more than 100 years. Brill, Gordon and others obtained set-theoretical equations for the Chow variety. In this article, I compute Brill's equations as a GL(V)-module.

15 pages

Cited by in corpus (3)

• Flattenings and Koszul Young flattenings arising in complexity theory
• On algebraic branching programs of small width
• Equations for secant varieties of Chow varieties