Wiegand, Roger - Department of Mathematics, University of Nebraska-Lincoln

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Wiegand, Roger - Department of Mathematics, University of Nebraska-Lincoln

ASCENT OF FINITE COHEN-MACAULAY TYPE Graham Leuschke and Roger Wiegand
SEMIGROUPS OF MODULES: A SURVEY ROGER WIEGAND AND SYLVIA WIEGAND
DIRECT-SUM DECOMPOSITIONS OVER LOCAL RINGS Roger Wiegand
Previous Up Next Article From References: 1
Mathematische Annalen manuscript No. (will be inserted by the editor)
Roger Wiegand 456 NOTICES OF THE AMS VOLUME 53, NUMBER 4
ERRATUM FOR "ASCENT OF FINITE COHEN-MACAULAY TYPE" Graham Leuschke and Roger Wiegand
Direct-sum decompositions over one-dimensional Cohen-Macaulay local rings
BIG INDECOMPOSABLE MODULES AND DIRECT-SUM RELATIONS W. HASSLER, R. KARR, L. KLINGLER AND R. WIEGAND
BIG INDECOMPOSABLE MIXED MODULES OVER HYPERSURFACE SINGULARITIES
EXTENDED MODULES Wolfgang Hassler and Roger Wiegand
PRIME IDEALS IN NOETHERIAN RINGS: A SURVEY ROGER WIEGAND AND SYLVIA WIEGAND
ASCENT OF MODULE STRUCTURES, VANISHING OF EXT, AND EXTENDED MODULES
INDECOMPOSABLE MODULES OF LARGE RANK OVER COHEN-MACAULAY LOCAL RINGS
Direct-sum decompositions of modules with semilocal endomorphism rings
THE TOR GAME CRAIG HUNEKE1 Department of Mathematics, University of Kansas, Lawrence,
VANISHING THEOREMS FOR COMPLETE INTERSECTIONS Craig Huneke, David A. Jorgensen and Roger Wiegand
Previous Up Next Article From References: 11
Direct Sum Cancellation for Modules over One-dimensional Rings
Algebras and Representation Theory (2005) 8: 225238 Springer 2005 DOI: 10.1007/s10468-004-8319-5
Direct-sum behavior of modules over one-dimensional rings
Factorization theory and decompositions of modules Nicholas R. Baeth1