Rational combinations of Betti diagrams of complete intersections. We investigate decompositions of Betti diagrams over a polynomial ring within the framework of Boij-Söderberg theory. That is, given a Betti diagram, we determine if it is possible to decompose it into the Betti diagrams of complete intersections. To do so, we determine the extremal rays of the cone generated by the diagrams of complete intersections and provide a factorial time algorithm for decomposition.
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References in zbMATH (referenced in 2 articles , 1 standard article )
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- Gibbons, Courtney R.; Huben, Robert; Stone, Branden: Recursive strategy for decomposing Betti tables of complete intersections (2019)
- Annunziata, Michael T.; Gibbons, Courtney R.; Hawkins, Cole; Sutherland, Alexander J.: Rational combinations of Betti diagrams of complete intersections (2018)