Computational invariant theory H Derksen, G Kemper Springer, 2015 | 713 | 2015 |

Computational Invariant Theory, Encyclopaedia of Mathematical Sciences 130 H Derksen, G Kemper Springer-Verlag, Berlin, Heidelberg, New York, 2002 | 244 | 2002 |

A course in commutative algebra G Kemper Springer, 2011 | 144 | 2011 |

Calculating invariant rings of finite groups over arbitrary fields G Kemper Journal of symbolic computation 21 (3), 351-366, 1996 | 133 | 1996 |

On reconstructing n-point configurations from the distribution of distances or areas M Boutin, G Kemper Advances in Applied Mathematics 32 (4), 709-735, 2004 | 126 | 2004 |

The finite irreducible linear groups with polynomial ring of invariants G Kemper, G Malle Transformation Groups 2 (1), 57-89, 1997 | 78 | 1997 |

On the Cohen–Macaulay property of modular invariant rings G Kemper Journal of Algebra 215 (1), 330-351, 1999 | 68 | 1999 |

Symmetric powers of modular representations, Hilbert series and degree bounds I Hughes, G Kemper Communications in Algebra 28 (4), 2059-2088, 2000 | 58 | 2000 |

Polarization of separating invariants J Draisma, G Kemper, D Wehlau Canadian Journal of Mathematics 60 (3), 556-571, 2008 | 55 | 2008 |

Computing invariants of algebraic groups in arbitrary characteristic H Derksen, G Kemper Advances in mathematics 217 (5), 2089-2129, 2008 | 55 | 2008 |

Generic polynomials with few parameters G Kemper, E Mattig Journal of Symbolic Computation 30 (6), 843-857, 2000 | 53 | 2000 |

Separating invariants G Kemper Journal of Symbolic Computation 44 (9), 1212-1222, 2009 | 48 | 2009 |

Some algorithms in invariant theory of finite groups G Kemper, A Steel Computational Methods for Representations of Groups and Algebras …, 1999 | 46 | 1999 |

The calculation of radical ideals in positive characteristic G Kemper Journal of Symbolic Computation 34 (3), 229-238, 2002 | 44 | 2002 |

Computing invariants of reductive groups in positive characteristic G Kemper Transformation Groups 8, 159-176, 2003 | 42 | 2003 |

Equivalence of deterministic top-down tree-to-string transducers is decidable H Seidl, S Maneth, G Kemper Journal of the ACM (JACM) 65 (4), 1-30, 2018 | 41 | 2018 |

Generic polynomials are descent-generic G Kemper manuscripta mathematica 105 (1), 139-141, 2001 | 41 | 2001 |

A constructive approach to Noether's problem G Kemper Manuscripta mathematica 90, 343-363, 1996 | 34 | 1996 |

Das Noethersche Problem und generische Polynome G Kemper Verlag nicht ermittelbar, 1994 | 34 | 1994 |

The depth of invariant rings and cohomology G Kemper Journal of Algebra 245 (2), 463-531, 2001 | 33 | 2001 |