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Sega, Liana - Department of Mathematics and Statistics, University of Missouri - Kansas City
PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY
OPEN LOCI OF GRADED MODULES CHRISTEL ROTTHAUS AND LIANA M. SEGA
HOMOLOGICAL PROPERTIES OF POWERS OF THE MAXIMAL IDEAL OF A LOCAL RING
VANISHING OF EXT AND TOR OVER SOME COHEN-MACAULAY LOCAL RINGS
FREE RESOLUTIONS OVER SHORT LOCAL RINGS LUCHEZAR L. AVRAMOV, SRIKANTH B. IYENGAR, AND LIANA M. SEGA
SOME PROPERTIES OF GRADED LOCAL COHOMOLOGY MODULES
VANISHING OF EXT AND TOR OVER SOME COHEN-MACAULAY LOCAL RINGS
ASYMMETRIC COMPLETE RESOLUTIONS AND VANISHING OF EXT OVER GORENSTEIN RINGS
ON A CLASS OF COHERENT REGULAR RINGS CHRISTEL ROTTHAUS AND LIANA M. S,EGA
INDEPENDENCE OF THE TOTAL REFLEXIVITY CONDITIONS FOR MODULES
NONVANISHING COHOMOLOGY AND CLASSES OF GORENSTEIN RINGS
SELF-TESTS FOR FREENESS OVER COMMUTATIVE ARTINIAN RINGS
NONVANISHING COHOMOLOGY AND CLASSES OF GORENSTEIN RINGS
PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY
EXTENSIONS OF A DUALIZING COMPLEX BY ITS RING: COMMUTATIVE VERSIONS OF
OPEN LOCI OF GRADED MODULES CHRISTEL ROTTHAUS AND LIANA M. S,EGA
HOMOLOGICAL PROPERTIES OF POWERS OF THE MAXIMAL IDEAL OF A LOCAL RING
FREE RESOLUTIONS OVER SHORT GORENSTEIN LOCAL RINGS
ON A CLASS OF COHERENT REGULAR RINGS CHRISTEL ROTTHAUS AND LIANA M. SEGA
INDEPENDENCE OF THE TOTAL REFLEXIVITY CONDITIONS FOR MODULES
SOME PROPERTIES OF GRADED LOCAL COHOMOLOGY MODULES
EXTENSIONS OF A DUALIZING COMPLEX BY ITS RING: COMMUTATIVE VERSIONS OF
