Aberbach, Ian M.
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2

Uniform Artin–Rees bounds for syzygies:

Aberbach, Ian M. ; Hosry, Aline ; Striuli, Janet
Advances in Mathematics.  285 (2015)  - p. 478-496 , 2015
 
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3

THE BRIANÇON-SKODA THEOREM AND COEFFICIENT IDEALS FOR NON-𝔪..:

ABERBACH, IAN M. ; HOSRY, ALINE
Proceedings of the American Mathematical Society.  139 (2011)  11 - p. 3903-3907 , 2011
 
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6

The structure of F-pure rings:

Aberbach, Ian M. ; Enescu, Florian
Mathematische Zeitschrift.  250 (2005)  4 - p. 791-806 , 2005
 
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7

The Vanishing of$Tor_{1}^{R}(R^{+}, k)$Implies That R Is Re..:

Aberbach, Ian M.
Proceedings of the American Mathematical Society.  133 (2005)  1 - p. 27-29 , 2005
 
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8

Test Ideals and Base Change Problems in Tight Closure Theor:

Aberbach, Ian M. ; Enescu, Florian
Transactions of the American Mathematical Society.  355 (2003)  2 - p. 619-636 , 2003
 
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9

SOME CONDITIONS FOR THE EQUIVALENCE OF WEAK AND STRONG F-RE..:

Aberbach, Ian M.
Communications in Algebra.  30 (2002)  4 - p. 1635-1651 , 2002
 
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11

Finite Tor dimension and failure of coherence in absolute i..:

Aberbach, Ian M. ; Hochster, Melvin
Journal of Pure and Applied Algebra.  122 (1997)  3 - p. 171-184 , 1997
 
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12

A Theorem of Briançon-Skoda Type for Regular Local Rings Co..:

Aberbach, Ian M. ; Huneke, Craig
Proceedings of the American Mathematical Society.  124 (1996)  3 - p. 707-713 , 1996
 
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13

Reduction number boundson analytic deviation 2 ideals andco..:

Aberbach, Ian M. ; Huckaba, Sam
Communications in Algebra.  23 (1995)  6 - p. 2003-2026 , 1995
 
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14

Reduction numbers, Rees algebras and Pfaffian ideals:

Aberbach, Ian M. ; Huckaba, Sam ; Huneke, Craig
Journal of Pure and Applied Algebra.  102 (1995)  1 - p. 1-15 , 1995
 
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15

Cohen-macaulay associated graded rings for ideals which are..:

Aberbach, Ian M.
Communications in Algebra.  23 (1995)  12 - p. 4509-4520 , 1995
 
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