BoijSoederberg -- Betti diagram routines. BoijSoederberg is a package designed to help with the investigation of the Boij-Soederberg conjectures and theorems. For the definitions and conjectures, see math.AC/0611081, ”Graded Betti numbers of Cohen-Macaulay modules and the Multiplicity conjecture”, by Mats Boij, Jonas Soederberg.

References in zbMATH (referenced in 47 articles , 1 standard article )

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  1. Ananthnarayan, H.; Kumar, Rajiv: Extremal rays of Betti cones (2020)
  2. Cường, Đoàn Trung; Kwak, Sijong: The reduction number and degree bound of projective subschemes (2020)
  3. Engström, Alexander; Jakobsson, Laura; Orlich, Milo: Explicit Boij-Söderberg theory of ideals from a graph isomorphism reduction (2020)
  4. Ghorpade, Sudhir R.; Singh, Prasant: Pure resolutions, linear codes, and Betti numbers (2020)
  5. Cook, David II: The uniform face ideals of a simplicial complex (2019)
  6. Gibbons, Courtney R.; Huben, Robert; Stone, Branden: Recursive strategy for decomposing Betti tables of complete intersections (2019)
  7. Mayes-Tang, Sarah: Stabilization of Boij-Söderberg decompositions of ideal powers (2019)
  8. Wood, Daniel: Betti-linear ideals (2019)
  9. Ananthnarayan, H.; Kumar, Rajiv: Modules with pure resolutions (2018)
  10. Annunziata, Michael T.; Gibbons, Courtney R.; Hawkins, Cole; Sutherland, Alexander J.: Rational combinations of Betti diagrams of complete intersections (2018)
  11. Ford, Nicolas; Levinson, Jake: Foundations of Boij-Söderberg theory for Grassmannians (2018)
  12. Eisenbud, David; Erman, Daniel: Categorified duality in Boij-Söderberg theory and invariants of free complexes (2017)
  13. Erman, Daniel; Sam, Steven V: Questions about Boij-Söderberg theory (2017)
  14. Shirmohammadi, N.: A note on the multiplicity and final Betti number of a level algebra (2017)
  15. Cook, David II: On decomposing Betti tables and (O)-sequences (2016)
  16. Erman, Daniel; Sam, Steven V.: Supernatural analogues of Beilinson monads (2016)
  17. Fløystad, Gunnar; McCullough, Jason; Peeva, Irena: Three themes of syzygies (2016)
  18. Gheorghita, Iulia; Sam, Steven V.: The cone of Betti tables over three non-collinear points in the plane (2016)
  19. Marchesi, Simone; Prata, Daniela Moura: Simplicity and exceptionality of syzygy bundles over (\mathbbP^n) (2016)
  20. Puthenpurakal, Tony J.: On associated graded modules having a pure resolution (2016)

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