---
title: "Bibliography"
canonical: "https://docs.magma-maths.org/CommutativeAlgebra/InvariantTheory/bibliography.html"
source: "https://docs.magma-maths.org/CommutativeAlgebra/InvariantTheory/bibliography.md"
part: "Commutative Algebra"
chapter: "Invariant Theory"
breadcrumbs:
  - {"title": "Magma Handbook", "source": "../../index.md"}
  - {"title": "Commutative Algebra", "source": "../index-commutative-algebra.md"}
  - {"title": "Invariant Theory", "source": "index-invariant-theory.md"}
prev: {"title": "Invariants of the Symmetric Group", "source": "symmetric.md"}
next: {"title": "Differential Rings", "source": "../DifferentialRings/index-differential-rings.md"}
---

# Bibliography

<a id="cite-ademmilgram"></a>
- **[AM94]** A. Adem and R.J. Milgram. *Cohomology of Finite Groups*. Grundlehren der Mathematischen Wissenschaften. Springer, Berlin-New York-Heidelberg, 1994.
<a id="cite-derksen99"></a>
- **[Der99]** Harm Derksen. Computation of Invariants for Reductive Groups. *Adv. Math.*, 141:366–384, 1999.
<a id="cite-kemper-invar"></a>
- **[Kem96]** Gregor Kemper. Calculating Invariant Rings of Finite Groups over Arbitrary Fields. *J. Symbolic Comp.*, 21(3):351–366, 1996.
<a id="cite-kemper-primaries"></a>
- **[Kem99]** Gregor Kemper. An Algorithm to Calculate Optimal Homogeneous Systems of Parameters. *J. Symbolic Comp.*, 27(2):171–184, 1999.
<a id="cite-kempersteel"></a>
- **[KS97]** Gregor Kemper and Allan Steel. Some Algorithms in Invariant Theory of Finite Groups. In P. Dräxler, G.O. Michler, and C.M. Ringel, editors, *Computational Methods for Representations of Groups and Algebras, Euroconference in Essen, April 1-5 1997*, number 173 in Progress in Mathematics. Basel, 1997. Birkhäuser.
<a id="cite-king-fund"></a>
- **[Kin07]** Simon King. Minimal generating sets of non-modular invariant rings of finite groups. http://arxiv.org/abs/math/0703035, 2007.
<a id="cite-muellerquadesteinwandt"></a>
- **[MQS99]** Jörg Müller-Quade and Rainer Steinwandt. Basic algorithms for rational function fields. *J. Symbolic Comp.*, 27(2):143–170, 1999. [doi:http://dx.doi.org/10.1006/jsco.1998.0246](https://doi.org/http://dx.doi.org/10.1006/jsco.1998.0246).
<a id="cite-mqb99"></a>
- **[MQB99]** Jörg Müller-Quade and Thomas Beth. Calculating Generators for Invariant Fields of Linear Algebraic Groups. In *Applied Algebra, Algebraic Algorithms and Error-Correcting Codes (Honolulu, HI, 1999)*, number 1719 in LNCS, 392–403. Berlin, 1999. Springer.