numericalsgps

On the GAP package numericalsgps. After short introductions to the computer algebra system GAP and to numerical semigroups, this note provides a brief description of the package numericalsgps, a GAP package designed to work with numerical semigroups.

Keywords for this software

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References in zbMATH (referenced in 129 articles , 2 standard articles )

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  1. Ciolan, Alexandru; García-Sánchez, Pedro A.; Herrera-Poyatos, Andrés; Moree, Pieter: Cyclotomic exponent sequences of numerical semigroups (2022)
  2. Jafari, Raheleh; Yaghmaei, Marjan: Type and conductor of simplicial affine semigroups (2022)
  3. Rosales, J. C.; Branco, M. B.; Traesel, M. A.: Frobenius R-variety of the numerical semigroups contained in a given one (2022)
  4. Achour, Wissem; Chaabane, Djamal; Blanco, Víctor: An improved algorithm to compute the (\omega)-primality (2021)
  5. Borzì, Alessio; Herrera-Poyatos, Andrés; Moree, Pieter: Cyclotomic numerical semigroup polynomials with at most two irreducible factors (2021)
  6. Branco, Manuel B.; Ojeda, Ignacio; Rosales, José Carlos: The set of numerical semigroups of a given multiplicity and Frobenius number (2021)
  7. Bruns, Winfried; García-Sánchez, Pedro A.; Moci, Luca: The monoid of monotone functions on a poset and quasi-arithmetic multiplicities for uniform matroids (2021)
  8. Cisto, Carmelo; Delgado, Manuel; García-Sánchez, Pedro A.: Algorithms for generalized numerical semigroups (2021)
  9. Garcia, Stephan Ramon; Omar, Mohamed; O’Neill, Christopher; Yih, Samuel: Factorization length distribution for affine semigroups. II: Asymptotic behavior for numerical semigroups with arbitrarily many generators (2021)
  10. Hellus, M.; Rechenauer, A.; Waldi, R.: On the Frobenius number of certain numerical semigroups (2021)
  11. Herrera-Poyatos, Andrés; Moree, Pieter: Coefficients and higher order derivatives of cyclotomic polynomials: old and new (with an appendix by Pedro García-Sánchez) (2021)
  12. Herzog, Jürgen; Hibi, Takayuki; Stamate, Dumitru I.: Canonical trace ideal and residue for numerical semigroup rings (2021)
  13. Moscariello, Alessio; Strazzanti, Francesco: Nearly Gorenstein vs almost Gorenstein affine monomial curves (2021)
  14. Borzì, Alessio: A characterization of the Arf property for quadratic quotients of the Rees algebra (2020)
  15. Borzì, Alessio: Patterns on the numerical duplication by their admissibility degree (2020)
  16. Bruns, Winfried; García-Sánchez, Pedro; O’Neill, Christopher; Wilburne, Dane: Wilf’s conjecture in fixed multiplicity (2020)
  17. Chapman, Scott; Garcia, Rebecca; O’Neill, Christopher: Beyond coins, stamps, and chicken McNuggets: an invitation to numerical semigroups (2020)
  18. Cisto, Carmelo; DiPasquale, Michael; Failla, Gioia; Flores, Zachary; Peterson, Chris; Utano, Rosanna: A generalization of Wilf’s conjecture for generalized numerical semigroups (2020)
  19. Delgado, Manuel: Conjecture of Wilf: a survey (2020)
  20. Eliahou, Shalom: A graph-theoretic approach to Wilf’s conjecture (2020)

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