References in zbMATH (referenced in 103 articles , 2 standard articles )

Showing results 1 to 20 of 103.
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  1. Eliahou, Shalom: A graph-theoretic approach to Wilf’s conjecture (2020)
  2. Eliahou, Shalom; Fromentin, Jean: Gapsets and numerical semigroups (2020)
  3. García-García, J. I.; Ojeda, I.; Rosales, J. C.; Vigneron-Tenorio, A.: On pseudo-Frobenius elements of submonoids of (\mathbbN^d) (2020)
  4. Geroldinger, Alfred; Zhong, Qinghai: Factorization theory in commutative monoids (2020)
  5. Zito, Giuseppe: Arf good semigroups with fixed genus (2020)
  6. Abbas, A.; Assi, A.; García-Sánchez, P. A.: Canonical bases of modules over one dimensional (\mathbfK)-algebras (2019)
  7. Barucci, V.; Strazzanti, F.: Dilatations of numerical semigroups (2019)
  8. Branco, M. B.; Ojeda, I.; Rosales, J. C.: Almost symmetric numerical semigroups with given Frobenius number and type (2019)
  9. D’Anna, Marco; Jafari, Raheleh; Strazzanti, Francesco: Tangent cones of monomial curves obtained by numerical duplication (2019)
  10. Eliahou, Shalom; Fromentin, Jean: Near-misses in Wilf’s conjecture (2019)
  11. García Sánchez, Pedro A.; Ojeda, İgnacio: Almost symmetric numerical semigroups with high type (2019)
  12. García-Sánchez, Pedro A.; O’Neill, Christopher; Webb, Gautam: The computation of factorization invariants for affine semigroups (2019)
  13. Garcia, Stephan Ramon; O’Neill, Christopher; Yih, Samuel: Factorization length distribution for affine semigroups. I: Numerical semigroups with three generators (2019)
  14. Glenn, Jeske; O’Neill, Christopher; Ponomarenko, Vadim; Sepanski, Benjamin: Augmented Hilbert series of numerical semigroups (2019)
  15. Herzog, Jürgen; Hibi, Takayuki; Stamate, Dumitru I.: The trace of the canonical module (2019)
  16. Herzog, Jürgen; Watanabe, Kei-ichi: Almost symmetric numerical semigroups (2019)
  17. Lee, Sung Hyup; O’Neill, Christopher; Van Over, Brandon: On arithmetical numerical monoids with some generators omitted (2019)
  18. Rosales, J. C.; Branco, M. B.: A problem of integer partitions and numerical semigroups (2019)
  19. Zito, Giuseppe: Arf good semigroups with fixed conductor (2019)
  20. Aguiló-Gost, Francesc; Llena, D.: Computing denumerants in numerical 3-semigroups (2018)

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