-*- M2 -*-

Title: Invariant Theory

Description:

invariant theory of finite groups (Kemper etc)

-- Mike:

See M2/Macaulay2/packages/invariants*.m2, for some old code that is no
longer distributed and needs updating.

    Kemper, Gregor Computing invariants of reductive groups in positive
    characteristic.  Transform. Groups 8 (2003), no. 2, 159-176.

    Derksen, Harm; Kemper, Gregor Computational invariant theory. Invariant Theory
    and Algebraic Transformation Groups, I. Encyclopaedia of Mathematical Sciences,
    130. Springer-Verlag, Berlin, 2002. x+268 pp. ISBN: 3-540-43476-3

    Kemper, G.; Steel, A. (1999): Some algorithms in invariant theory of finite
    groups.  In: P. Draexler et al (eds.), Computational methods for
    representations of groups and algebras. Proceedings of the Euroconference in
    Essen, Germany, April 1-5, 1997, 267-285. Birkhaeuser, Basel.

    Chapter 8 in:
    Computing in Algebraic Geometry A Quick Start using SINGULAR Series:
    Algorithms and Computation in Mathematics, Vol. 16 Decker, Wolfram,
    Lossen, Christoph 2006, XVI, 327 p., Hardcover ISBN: 978-3-540-28992-0

This one also perhaps:

    math.AC/0701270
    Title: Fast Computation of Secondary Invariants
    Authors: Simon A. King


=============================================================================

Proposed by: Wolfram Decker <decker@math.uni-sb.de>,
	     Frank Schreyer <schreyer@math.uni-sb.de>
Potential Advisor: 
Project assigned to: 
Current status:

=============================================================================

Progress log: