Syzygies of Segre embeddings 
-- Andrew Snowden, December 9, 2011

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I will explain some finiteness results on syzygies of
Segre embeddings and related varieties.  These results imply
that there are only finitely many "forms" of p-syzygies as one
varies over all Segre embeddings, and that the modules of
p-syzygies of all Segre embeddings can be computed in finite
time.  These results are obtained as easy consequences of a
general algebraic theory of objects called Delta-modules.