LexIdeals

Macaulay2 package LexIdeals -- a package for working with lex ideals. LexIdeals is a package for creating lexicographic ideals and lex-plus-powers (LPP) ideals. There are also several functions for use with the multiplicity conjectures of Herzog, Huneke, and Srinivasan.

Keywords for this software

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References in zbMATH (referenced in 11 articles )

Showing results 1 to 11 of 11.
Sorted by year (citations)

  1. Juhnke-Kubitzke, Martina; Venturello, Lorenzo: Graded Betti numbers of balanced simplicial complexes (2021)
  2. Caviglia, Giulio; Sammartano, Alessio: On the Lex-plus-powers conjecture (2018)
  3. Jamroz, Christina; Sosa, Gabriel: Betti numbers of piecewiselex ideals (2018)
  4. Caviglia, Giulio; Sbarra, Enrico: The lex-plus-powers inequality for local cohomology modules (2016)
  5. Chong, Kai Fong Ernest: An application of liaison theory to the Eisenbud-Green-Harris conjecture (2016)
  6. Geramita, Anthony V.; Kreuzer, Martin: On the uniformity of zero-dimensional complete intersections (2013)
  7. Mermin, Jeff; Murai, Satoshi: The Lex-Plus-Powers conjecture holds for pure powers (2011)
  8. Cooper, Susan Marie: Growth conditions for a family of ideals containing regular sequences (2008)
  9. Mermin, Jeffrey; Peeva, Irena; Stillman, Mike: Ideals containing the squares of the variables (2008)
  10. Murai, Satoshi: Borel-plus-powers monomial ideals (2008)
  11. Francisco, Christopher A.: Almost complete intersections and the lex-plus-powers conjecture (2004)