- LARGE INDECOMPOSABLE MCM MODULES Graham Leuschke and Roger Wiegand
- arXiv:math.AC/0505315v115May2005 FACTORING THE ADJOINT AND
- Semidualizing Modules and Gorenstein Presentations
- J. Pure and Appl. Algebra, (), 114 (2001) Gorenstein modules, finite index,
- DOI 10.1007/s00209-006-0096-x Mathematische Zeitschrift On the growth of the Betti sequence
- Semidualizing Modules and Gorenstein Presentations
- Journal of Pure and Applied Algebra 201 (2005) 204217 www.elsevier.com/locate/jpaa
- DOI 10.1007/s00209-008-0382-x Mathematische Zeitschrift On the growth of the Betti sequence of the canonical
- Factoring the Adjoint MCM Modules
- arXiv:math.AC/0404204v19Apr2004 Mathematische Annalen manuscript No.
- Non-commutative desingularization of the generic determinant
- Semidualizing Modules and Gorenstein Presentations
- Bounded and Finite Representation Type, an introduction Say: all rings commutative, all modules f.g., most rings Noetherian.
- WILD HYPERSURFACES GRAHAM J. LEUSCHKE
- Non-commutative desingularization of the generic determinant
- Wild hypersurfaces Andrew Crabbea
- Finite Type: Recurring Examples
- THE BANACH-TARSKI PARADOX GRAHAM J LEUSCHKE
- Maximal CohenMacaulay Modules over the Generic Determinant
- Cohen-Macaulay Representations Graham J. Leuschke
- Wild Hypersurfaces joint work with Andrew Crabbe
- FINITE COHENMACAULAY TYPE Graham J. Leuschke
- What is a non-commutative desingularization? Graham J. Leuschke
- THE COXETER-DYNKIN DIAGRAMS: A, D, AND E GRAHAM LEUSCHKE
- NON-COMMUTATIVE DESINGULARIZATION OF DETERMINANTAL VARIETIES II
- A CHARACTERISTIC FREE TILTING BUNDLE FOR GRASSMANNIANS
- Bounding the ranks of torsion-free modules on curves Graham Leuschke, 11 November 03
- arXiv:math.AC/0211411v222Apr2003 LOCAL RINGS OF BOUNDED COHENMACAULAY TYPE
- Non-commutative desingularizations of determinantal varieties
- NON-COMMUTATIVE DESINGULARIZATIONS OF DETERMINANTAL GRAHAM J. LEUSCHKE
- THE MCKAY CORRESPONDENCE GRAHAM LEUSCHKE
- Canad. J. Math. Vol. 59 (2), 2007 pp. 332342 Endomorphism Rings of Finite
- arXiv:0911.2659v2[math.AC]14Nov2009 NON-COMMUTATIVE DESINGULARIZATION OF
- Graham J. Leuschke Curriculum Vit
- arXiv:math.AC/0305001v216Jul2003 ON A CONJECTURE OF AUSLANDER AND REITEN
- arXiv:math.AC/0208067v225Nov2002 THE F-SIGNATURE AND STRONG F-REGULARITY
- Collect. Math. vv, n (yyyy), 1 17 c yyyy' Universitat de Barcelona DOI 10.1344/collectanea.theDOIsuffix
