CoCoA is a system for Computations in Commutative Algebra. It is able to perform simple and sophisticated operations on multivaraiate polynomials and on various data related to them (ideals, modules, matrices, rational functions). For example, it can readily compute Grobner bases, syzygies and minimal free resolution, intersection, division, the radical of an ideal, the ideal of zero-dimensional schemes, Poincare’ series and Hilbert functions, factorization of polynomials, toric ideals. The capabilities of CoCoA and the flexibility of its use are further enhanced by the dedicated high-level programming language. For convenience, the system offers a textual interface, an Emacs mode, and a graphical user interface common to most platforms. Computer algebra system (CAS).

This software is also referenced in ORMS.

References in zbMATH (referenced in 654 articles , 5 standard articles )

Showing results 1 to 20 of 654.
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  1. Beltrametti, Mauro Carlo; Logar, Alessandro; Torrente, Maria Laura: Quartic monoid surfaces with maximum number of lines (2022)
  2. Erey, Nursel; Herzog, Jürgen; Hibi, Takayuki; Saeedi Madani, Sara: Matchings and squarefree powers of edge ideals (2022)
  3. Jafari, Raheleh; Yaghmaei, Marjan: Type and conductor of simplicial affine semigroups (2022)
  4. Abbott, John; Bigatti, Anna Maria; Robbiano, Lorenzo: Ideals modulo a prime (2021)
  5. Abdolmaleki, Reza; Kumashiro, Shinya: Certain monomial ideals whose numbers of generators of powers descend (2021)
  6. Abreu, Alex; Pacini, Marco: The resolution of the universal Abel map via tropical geometry and applications (2021)
  7. Ballico, Edoardo; Favacchio, Giuseppe; Guardo, Elena; Milazzo, Lorenzo: Steiner systems and configurations of points (2021)
  8. Chiantini, Luca; Migliore, Juan: Sets of points which project to complete intersections, and unexpected cones (2021)
  9. Cioffi, Francesca: The range of all regularities for polynomial ideals with a given Hilbert function (2021)
  10. Cioffi, Francesca; Guida, Margherita; Ramella, Luciana: From grids to pseudo-grids of lines: resolution and seminormality (2021)
  11. Favacchio, G.; Guardo, E.; Harbourne, B.; Migliore, J.: Expecting the unexpected: quantifying the persistence of unexpected hypersurfaces (2021)
  12. Favacchio, Giuseppe; Migliore, Juan: The ACM property for unions of lines in (\mathbbP^1 \times\mathbbP^2) (2021)
  13. Haase, Christian; Paffenholz, Andreas; Piechnik, Lindsey C.; Santos, Francisco: Existence of unimodular triangulations -- positive results (2021)
  14. Harbourne, B.; Migliore, J.; Nagel, U.; Teitler, Z.: Unexpected hypersurfaces and where to find them (2021)
  15. Harbourne, Brian; Migliore, Juan; Tutaj-Gasińska, Halszka: New constructions of unexpected hypersurfaces in (\mathbbP^n) (2021)
  16. Herzog, Jürgen; Kumashiro, Shinya; Stamate, Dumitru I.: Graded Bourbaki ideals of graded modules (2021)
  17. Iqbal, Zahid; Ishaq, Muhammad; Binyamin, Muhammad Ahsan: Depth and Stanley depth of the edge ideals of the strong product of some graphs (2021)
  18. Kreuzer, Martin; Patil, Dilip P.: Computational aspects of Burnside rings. II: Important maps (2021)
  19. Kudryashov, Yury; Ramírez, Valente: Spectra of quadratic vector fields on (\mathbbC^2): the missing relation (2021)
  20. Logar, Alessandro; Paronitti, Sara: On the configurations of nine points on a cubic curve (2021)

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