Algebraic theory of locally nilpotent derivations G Freudenburg
Springer, 2006
397 2006 A counterexample to Hilbert's fourteenth problem in dimension 5 D Daigle, G Freudenburg
Journal of Algebra 221 (2), 528-535, 1999
124 1999 Locally Nilpotent Derivations over a UFD and an Application to Rank Two Locally Nilpotent Derivations ofk [X1,…, Xn] D Daigle, G Freudenburg
Journal of Algebra 204 (2), 353-371, 1998
87 1998 A counterexample to Hilbert's fourteenth problem in dimension six G Freudenburg
Transformation groups 5, 61-71, 2000
69 2000 Actions of Ga on A3 defined by homogeneous derivations G Freudenburg
Journal of Pure and Applied Algebra 126 (1-3), 169-181, 1998
47 1998 Local slice constructions in G Freudenburg
32 1997 Triangular Derivations of k [X1, X2, X3, X4] D Daigle, G Freudenburg
Journal of Algebra 241 (1), 328-339, 2001
31 2001 Invariant Theory and Algebraic Transformation groups G Freudenburg
Springer, 2002
29 2002 Triangulability criteria for additive group actions on affine space G Freudenburg
Journal of Pure and Applied Algebra 105 (3), 267-275, 1995
28 1995 A survey of counterexamples to Hilbert's fourteenth problem G Freudenburg
Serdica Mathematical Journal 27 (3), 171p-192p, 2001
27 2001 Embeddings of Danielewski surfaces G Freudenburg, L Moser-Jauslin
Mathematische Zeitschrift 245, 823-834, 2003
22 2003 A note on the kernel of a locally nilpotent derivation G Freudenburg
Proceedings of the American Mathematical Society 124 (1), 27-29, 1996
21 1996 Locally nilpotent derivations of rings with roots adjoined G Freudenburg, L Moser-Jauslin
Michigan Mathematical Journal 62 (2), 227-258, 2013
20 2013 A note on triangular derivations of 𝐤 [𝐗₁, 𝐗₂, 𝐗₃, 𝐗₄] D Daigle, G Freudenburg
Proceedings of the American Mathematical Society 129 (3), 657-662, 2001
20 2001 Families of affine fibrations D Daigle, G Freudenburg
Symmetry and Spaces: In Honor of Gerry Schwarz, 35-43, 2009
16 2009 Locally nilpotent derivations of rings graded by an abelian group D Daigle, G Freudenburg, L Moser-Jauslin
Algebraic varieties and automorphism groups 75, 29-48, 2017
15 2017 Real and Rational Forms of Certain O2 (ℂ)-actions, and a Solution to the Weak Complexification Problem G Freudenburg, L Moser-Jauslin
Transformation groups 9, 257-272, 2004
14 2004 CANONICAL FACTORIZATION OF THE QUOTIENT MORPHISM FOR AN AFFINE a G Freudenburg
Transformation Groups 24 (2), 355-377, 2019
11 2019 Derivations of R [X, Y, Z] with a slice G Freudenburg
Journal of Algebra 322 (9), 3078-3087, 2009
11 2009 A nonlinearizable action of G Freudenburg, L Moser-Jauslin
Annales de l'institut Fourier 52 (1), 133-143, 2002
11 2002 