D. Daigle

发表

On pencils of polynomial curves

D. Daigle, 1996 .

A Note on Locally Nilpotent Derivations and Variables of k[X, Y, Z]

S. Kaliman, D. Daigle, 2009, Canadian Mathematical Bulletin.

Locally Nilpotent Derivations over a UFD and an Application to Rank Two Locally Nilpotent Derivations ofk[X1,…,Xn]☆

G. Freudenburg, D. Daigle, 1998 .

Locally nilpotent derivations and Danielewski surfaces

Daniel Daigle, D. Daigle, 2004 .

On finite generation of kernels of locally nilpotent R-derivations of R[X,Y,Z]

S. M. Bhatwadekar, D. Daigle, 2009 .

Generalizations of Samuel's criteria for a ring to be a unique factorization domain

Gene Freudenburg, Daniel Daigle, Takanori Nagamine, 2021, Journal of Algebra.

A note on triangular derivations of

G. Freudenburg, D. Daigle, 2000 .

On Log ℚ-Homology Planes and Weighted Projective Planes

D. Daigle, P. Russell, 2004, Canadian Journal of Mathematics.

Classification of Linear Weighted Graphs up to Blowing-Up and Blowing-Down

D. Daigle, 2008, Canadian Journal of Mathematics.

Classification of weighted graphs up to blowing-up and blowing-down

D. Daigle, 2003, math/0305029.

Locally nilpotent derivations and the structure of rings

D. Daigle, 2018, 1806.10742.

Complete intersection surfaces with trivial Makar-Limanov invariant

D. Daigle, R. Kolhatkar, 2012 .

Title LINEAR SYSTEMS ASSOCIATED TO UNICUSPIDALRATIONAL PLANE CURVES

A. Campillo, I. Luengo, D. Daigle, 2022 .

Sets of polynomial rings in two variables and factorizations of polynomial morphisms

P. Cassou-Noguès, D. Daigle, 2016 .

PURELY INSEPARABLE EXTENSIONS OF k[X, Y]

E. Friedlander, D. Daigle, 2010 .

Purely inseparable extensions of ${\bf k}[X,Y]$

D. Daigle, 1994 .

Plane Frobenius sandwiches of degree $p$

D. Daigle, 1993 .

Triangular Derivations of k[X1, X2, X3, X4]

G. Freudenburg, D. Daigle, 2001 .

Compositions of birational endomorphisms of the affine plane

P. Cassou-Noguès, D. Daigle, 2013, 1307.3977.

Generally rational polynomials in two variables

D. Daigle, 2013, 1307.3752.

Affine surfaces with trivial Makar-Limanov invariant

D. Daigle, 2007, 0705.0334.

AFFINE RULINGS OF NORMAL RATIONAL SURFACES

D. Daigle, P. Russell, 2001 .

On some properties of locally nilpotent derivations

D. Daigle, 1997 .

Tame and wild degree functions

D. Daigle, 2010, 1007.0508.

Triangular derivations of k[X,Y,Z]

D. Daigle, 2010 .

On polynomials in three variables annihilated by two locally nilpotent derivations

D. Daigle, 2007 .

On locally nilpotent derivations of k[X1,X2,Y]/(ϕ(Y)−X1X2)

D. Daigle, 2003 .

On locally nilpotent derivations of k [ X 1 ; X 2 ; Y ] = ( ’ ( Y ) − X 1 X 2 )

D. Daigle, 2003 .

A Counterexample to Hilbert's Fourteenth Problem in Dimension 5☆

G. Freudenburg, D. Daigle, 1999 .

Locally Nilpotent Derivations of Graded Integral Domains and Cylindricity

Daniel Daigle, Michael Chitayat, D. Daigle, 2021, Transformation Groups.

On the rigidity of certain Pham-Brieskorn rings

D. Daigle, Michael Chitayat, 2019, 1907.13259.

Locally nilpotent derivations of rings graded by an abelian group

G. Freudenburg, L. Moser-Jauslin, D. Daigle, 2017 .

Homogeneous locally nilpotent derivations of k[X, Y, Z] ☆

D. Daigle, 1998 .

Classification of homogeneous locally nilpotent derivations of k[X,Y,Z] Part I: Positive gradings of positive type

D. Daigle, 2007 .

On kernels of homogeneous locally nilpotent derivations of $k[X,Y,Z]$

D. Daigle, 2000 .

Affine rulings of weighted projective planes

D. Daigle, 2001 .

A biased survey of Hilbert ’ s Fourteenth Problem

D. Daigle, 2022 .

On weighted projective planes and their affine rulings

D. Daigle, P. Russell, 2001 .

Birational endomorphisms of the affine plane

D. Daigle, 1991 .

Some problems and methods of Affine Algebraic Geometry

D. Daigle, 2011 .

A necessary and sufficient condition for triangulability of derivations of k[X, Y, Z]

D. Daigle, 1996 .

Rigidity of Graded Integral Domains and of their Veronese Subrings

D. Daigle, 2023, 2308.05066.

The freeness property for locally nilpotent derivations of k[x,y,z]

D. Daigle, 2020, 2009.14800.

RINGS WITH TRIVIAL FML-INVARIANT

D. Daigle, 2018, Transformation Groups.

Very good and very bad field generators

P. Cassou-Noguès, D. Daigle, 2013, 1308.0154.

An application of generalized Newton Puiseux Expansions

G. Freudenburg, D. Daigle, 2014 .