The Gss Conjecture

@inproceedings{Raicu2010TheGC,
  title={The Gss Conjecture},
  author={Claudiu Raicu},
  year={2010}
}
We prove the GSS conjecture of Garcia, Stillman and Sturmfels, which states that the ideal of the variety of secant lines to a Segre product of projective spaces is generated by 3 × 3 minors of flattenings. We also describe the decomposition of the coordinate ring of this variety as a sum of irreducible representations. 

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