Kustin, Andrew R. - Department of Mathematics, University of South Carolina

• IF THE SOCLE FITS Andrew R. Kustin
• COMPLEXES WHICH ARISE FROM A MATRIX AND A VECTOR: RESOLUTIONS OF DIVISORS
• THE RESOLUTION OF THE UNIVERSAL RING FOR FINITE LENGTH MODULES OF PROJECTIVE DIMENSION TWO
• THE RESOLUTION OF THE BRACKET POWERS OF THE MAXIMAL IDEAL IN A DIAGONAL HYPERSURFACE RING
• INTEGRAL EXTENSIONS AND THE a-INVARIANT ANDREW KUSTIN, CLAUDIA POLINI, AND BERND ULRICH
• PFAFFIAN IDENTITIES, WITH APPLICATIONS TO FREE RESOLUTIONS, DG-ALGEBRAS,
• THE COHOMOLOGY OF THE KOSZUL COMPLEXES ASSOCIATED TO THE TENSOR
• THE MINIMAL RESOLUTION OF A CODIMENSION FOUR ALMOST COMPLETE INTERSECTION IS A DG-ALGEBRA
• Curriculum Vit Andrew R. Kustin Date of birth: November 23, 1953
• IDEALS ASSOCIATED TO TWO SEQUENCES AND A MATRIX Andrew R. Kustin
• CLASSIFICATION OF THE TOR-ALGEBRAS OF CODIMENSION FOUR ALMOST COMPLETE INTERSECTIONS
• HUNEKE-ULRICH ALMOST COMPLETE INTERSECTIONS OF COHEN-MACAULAY TYPE TWO
• Curriculum Vit Andrew R. Kustin Date of birth: November 23, 1953
• A STUDY OF SINGULARITIES ON RATIONAL CURVES VIA SYZYGIES
• RATIONAL NORMAL SCROLLS AND THE DEFINING EQUATIONS OF REES ALGEBRAS
• SOCLE DEGREES, RESOLUTIONS, AND FROBENIUS POWERS Andrew R. Kustin1
• Introduction. Let u1fff , Xffffff , and vfff1 be matrices of indeterminates over a commutative
• THE DEVIATION TWO GORENSTEIN RINGS OF HUNEKE AND ULRICH Andrew R. Kustin
• CLASSIFICATION OF THE TOR-ALGEBRAS OF CODIMENSION FOUR ALMOST COMPLETE INTERSECTIONS
• Generating a Residual Intersection Andrew R. Kustin
• The Generic Hilbert-Burch matrix AMS meeting at Georgia Southern University
• AN EXPLICIT, CHARACTERISTICFREE, EQUIVARIANT HOMOLOGY EQUIVALENCE BETWEEN KOSZUL COMPLEXES
• Introduction. Let u 1f f f , X f f ff f f , and v f f f1 be matrices of indeterminates over a commutative
• THE MINIMAL FREE RESOLUTION OF THE MIGLIOREPETERSON RINGS IN THE CASE
• PFAFFIAN IDENTITIES, WITH APPLICATIONS TO FREE RESOLUTIONS, DG-ALGEBRAS,
• Curriculum Vit Andrew R. Kustin Date of birth: November 23, 1953
• SOCLE DEGREES, RESOLUTIONS, AND FROBENIUS POWERS Andrew R. Kustin 1 and Bernd Ulrich 2
• THE POINCARE SERIES OF EVERY FINITELY GENERATED MODULE OVER A CODIMENSION FOUR ALMOST
• RATIONAL NORMAL SCROLLS AND THE DEFINING EQUATIONS OF REES ALGEBRAS
• THE MINIMAL RESOLUTION OF A CODIMENSION FOUR ALMOST COMPLETE INTERSECTION IS A DG-ALGEBRA
• COMPLEXES WHICH ARISE FROM A MATRIX AND A VECTOR: RESOLUTIONS OF DIVISORS
• THE DEVIATION TWO GORENSTEIN RINGS OF HUNEKE AND ULRICH Andrew R. Kustin
• Curriculum Vit Andrew R. Kustin Date of birth: November 23, 1953
• IF THE SOCLE FITS Andrew R. Kustin
• DIVISORS ON RATIONAL NORMAL SCROLLS Andrew R. Kustin1
• DIVISORS OVER DETERMINANTAL RINGS DEFINED BY TWO BY TWO MINORS
• IDEALS ASSOCIATED TO TWO SEQUENCES AND A MATRIX Andrew R. Kustin
• Generating a Residual Intersection Andrew R. Kustin + and Matthew Miller +
• DIVISORS ON RATIONAL NORMAL SCROLLS Andrew R. Kustin 1 , Claudia Polini 2 , and Bernd Ulrich 3
• HUNEKEULRICH ALMOST COMPLETE INTERSECTIONS OF COHENMACAULAY TYPE TWO
• DIVISORS OVER DETERMINANTAL RINGS DEFINED BY TWO BY TWO MINORS
• THE POINCAR E SERIES OF EVERY FINITELY GENERATED
• THE MINIMAL FREE RESOLUTION OF THE MIGLIORE-PETERSON RINGS IN THE CASE
• AN EXPLICIT, CHARACTERISTIC-FREE, EQUIVARIANT HOMOLOGY EQUIVALENCE BETWEEN KOSZUL COMPLEXES
• Curriculum Vit Andrew R. Kustin Date of birth: November 23, 1953
• A STUDY OF SINGULARITIES ON RATIONAL CURVES VIA SYZYGIES
• Curriculum Vit Andrew R. Kustin Date of birth: November 23, 1953
• A STUDY OF SINGULARITIES ON RATIONAL CURVES VIA SYZYGIES