InvariantRing swMATH ID: 12134 Software Authors: Hawes, Thomas Description: Computing the invariant ring of a finite group. We give an overview of a new package for Macaulay2 called InvariantRing, which contains tools for describing the invariant ring of finite group actions on polynomial rings in characteristic zero. We outline methods for computing primary and secondary invariants and compare the two algorithms that are implemented for computing primary invariants. Homepage: http://www2.macaulay2.com/Macaulay2/doc/Macaulay2-1.12/share/doc/Macaulay2/InvariantRing/html/ Source Code: https://github.com/galettof/InvariantRing Dependencies: Macaulay2 Related Software: Macaulay2; Normaliz; Polyhedra Cited in: 1 Document Standard Articles 2 Publications describing the Software, including 1 Publication in zbMATH Year The InvariantRing package for Macaulay2 Luigi Ferraro, Federico Galetto, Francesca Gandini, Hang Huang, Matthew Mastroeni, Xianglong Ni 2020 Computing the invariant ring of a finite group. Zbl 1311.13003Hawes, Thomas 2013 Cited by 1 Author 1 Hawes, Thomas Cited in 1 Serial 1 The Journal of Software for Algebra and Geometry Cited in 1 Field 1 Commutative algebra (13-XX) Citations by Year