BIRS Workshop Lecture Videos
Maximal syzygies in Hilbert schemes of monomial complete intersections Sammartano, Alessio
Let $S = k[x_1, \ldots, x_n]$ be a polynomial ring and $R = S/P$ a complete intersection defined by pure powers of the variables. In this talk we discuss upper bounds for the Betti numbers of ideals of $R$ with fixed Hilbert function or Hilbert polynomial. We will consider both finite free resolutions over $S$ and infinite free resolutions over $R$. This is a joint work with Giulio Caviglia.
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