- Vanishing of Ext and Tor over certain local rings
- SOME LIFTABLE CYCLIC MODULES David A. Jorgensen
- ASYMMETRIC COMPLETE RESOLUTIONS AND VANISHING OF EXT OVER GORENSTEIN RINGS
- VANISHING OF (CO)HOMOLOGY OVER COMMUTATIVE RINGS
- ACYCLIC COMPLEXES OF FINITELY GENERATED FREE MODULES OVER LOCAL RINGS
- VANISHING THEOREMS FOR COMPLETE INTERSECTIONS Craig Huneke, David A. Jorgensen and Roger Wiegand
- On the growth of the Bass sequence of a Cohen-Macaulay
- ON THE GROWTH OF THE BETTI SEQUENCE OF THE CANONICAL MODULE
- HOMOLOGICAL ALGEBRA MODULO EXACT ZERO-DIVISORS PETTER ANDREAS BERGH, OLGUR CELIKBAS AND DAVID A. JORGENSEN
- SUPPORT SETS OF PAIRS OF MODULES DAVID A. JORGENSEN
- EXISTENCE OF UNLIFTABLE MODULES David A. Jorgensen
- FINITE PROJECTIVE DIMENSION AND THE VANISHING OF DAVID A. JORGENSEN
- Collect. Math. vv, n (yyyy), 1 17 c yyyy' Universitat de Barcelona DOI 10.1344/collectanea.theDOIsuffix
- ON GROWTH IN TOTALLY ACYCLIC MINIMAL COMPLEXES PETTER ANDREAS BERGH & DAVID A. JORGENSEN
- SYMMETRY IN THE VANISHING OF EXT OVER GORENSTEIN RINGS
- TOR AND TORSION ON A COMPLETE INTERSECTION David A. Jorgensen
- FINITE PROJECTIVE DIMENSION AND THE VANISHING OF ExtR (M, M)
- COMPLEXITY AND TOR ON A COMPLETE INTERSECTION David A. Jorgensen
- TATE-HOCHSCHILD HOMOLOGY AND COHOMOLOGY OF FROBENIUS ALGEBRAS
- BRAUERTHRALL FOR TOTALLY REFLEXIVE MODULES LARS WINTHER CHRISTENSEN, DAVID A. JORGENSEN, HAMIDREZA RAHMATI,
- THE DEPTH FORMULA FOR MODULES WITH REDUCIBLE PETTER ANDREAS BERGH & DAVID A. JORGENSEN
- ON THE VANISHING OF HOMOLOGY FOR MODULES OF FINITE COMPLETE INTERSECTION DIMENSION
- MINIMAL INTERSECTIONS AND VANISHING (CO)HOMOLOGY
- CORRECTION TO "ON THE GROWTH OF THE BETTI SEQUENCE OF THE CANONICAL MODULE", MATH. Z. 256
- MINIMAL INTERSECTIONS AND VANISHING (CO)HOMOLOGY
- INDEPENDENCE OF THE TOTAL REFLEXIVITY CONDITIONS FOR MODULES
- A GENERALIZATION OF THE AUSLANDERBUCHSBAUM FORMULA David A. Jorgensen
- NONVANISHING COHOMOLOGY AND CLASSES OF GORENSTEIN RINGS
- TATE (CO)HOMOLOGY VIA PINCHED COMPLEXES LARS WINTHER CHRISTENSEN AND DAVID A. JORGENSEN
- ON GROWTH IN TOTALLY ACYCLIC MINIMAL COMPLEXES PETTER ANDREAS BERGH & DAVID A. JORGENSEN
- THE DEPTH FORMULA FOR MODULES WITH REDUCIBLE COMPLEXITY
- ON THE GROWTH OF THE BETTI SEQUENCE OF THE CANONICAL MODULE
- ON THE VANISHING OF HOMOLOGY FOR MODULES OF FINITE COMPLETE INTERSECTION DIMENSION
- ACYCLIC COMPLEXES OF FINITELY GENERATED FREE MODULES OVER LOCAL RINGS
- ARE COMPLETE INTERSECTIONS COMPLETE INTERSECTIONS?
- VANISHING OF TATE HOMOLOGY AND DEPTH FORMULAS OVER LOCAL RINGS
- Triangle Functors over Generic Hypersurfaces David A. Jorgensen
- HOMOLOGICAL ALGEBRA MODULO EXACT ZERO-DIVISORS PETTER ANDREAS BERGH, OLGUR CELIKBAS AND DAVID A. JORGENSEN
- arXiv:1202.2876v1[math.CT]13Feb2012 THE GORENSTEIN DEFECT CATEGORY
