References in zbMATH (referenced in 29 articles )

Showing results 1 to 20 of 29.
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  1. Guardo, Elena; Kreuzer, Martin; Linh, Tran N. K.; Long, Le Ngoc: Kähler differentials for fat point schemes in (\mathbbP^1\times\mathbbP^1) (2021)
  2. Kreuzer, Martin; Linh, Tran N. K.; Long, Le Ngoc: Hilbert polynomials of Kähler differential modules for fat point schemes (2021)
  3. Kreuzer, Martin; Patil, Dilip P.: Computational aspects of Burnside rings. II: Important maps (2021)
  4. Hashemi, Amir; Kreuzer, Martin; Pourkhajouei, Samira: Computing coupled border bases (2020)
  5. Horáček, Jan; Kreuzer, Martin: On conversions from CNF to ANF (2020)
  6. Horáček, Jan; Kreuzer, Martin; Messeng Ekossono, Ange-Salomé: A signature based border basis algorithm (2020)
  7. Kreuzer, Martin; Linh, Tran N. K.; Long, Le Ngoc; Nguyen, Tu Chanh: An application of liaison theory to zero-dimensional schemes (2020)
  8. Kreuzer, Martin; Sipal, Bilge; Long, Le Ngoc: On the regularity of the monomial point of a border basis scheme (2020)
  9. Levandovskyy, Viktor; Schönemann, Hans; Zeid, Karim Abou: \textscLetterplace-- a subsystem of \textscSingularfor computations with free algebras via letterplace embedding (2020)
  10. Hashemi, Amir; Kreuzer, Martin; Pourkhajouei, Samira: Computing all border bases for ideals of points (2019)
  11. Kreuzer, Martin; Linh, Tran N. K.; Long, Le Ngoc: The Dedekind different of a Cayley-Bacharach scheme (2019)
  12. Horáček, Jan; Kreuzer, Martin: 3BA: a border bases solver with a SAT extension (2018)
  13. Kreuzer, Martin; Linh, Tran N. K.; Long, Le Ngoc: Kähler differential algebras for 0-dimensional schemes (2018)
  14. Kreuzer, Martin; Long, Le Ngoc: Characterizations of zero-dimensional complete intersections (2017)
  15. Kreuzer, Martin; Patil, Dilip P.: Computational aspects of Burnside rings. I: The ring structure (2017)
  16. Braun, Gábor; Pokutta, Sebastian: A polyhedral characterization of border bases (2016)
  17. Moldenhauer, Anja I. S.; Rosenberger, Gerhard; Rosenthal, Kristina: On the Tits alternative for a class of finitely presented groups with a special focus on symbolic computations (2016)
  18. Kreuzer, Martin; Linh, Tran N. K.; Long, Le Ngoc: Kähler differentials and Kähler differents for fat point schemes (2015)
  19. Ullah, E.; Abbas Khan, S.: Computing border bases using mutant strategies (2014)
  20. Kaspar, Stefan: Computing border bases without using a term ordering (2013)

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