Laura Ghezzi, Ph.D.
Affiliations: | 2001 | Michigan State University, East Lansing, MI |
Area:
MathematicsGoogle:
"Laura Ghezzi"Parents
Sign in to add mentor| Bernd Ulrich | grad student | 2001 | Michigan State | |
| (The depth of blow -up rings of ideals.) | ||||
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Publications
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| Ghezzi L, Goto S, Hong J, et al. (2019) The bi-canonical degree of a Cohen–Macaulay ring Journal of Algebra |
| Ghezzi L, Goto S, Hong J, et al. (2017) Sally Modules And Reduction Numbers Of Ideals Nagoya Mathematical Journal. 226: 106-126 |
| Ghezzi L, Goto S, Hong J, et al. (2017) Invariants of Cohen–Macaulay rings associated to their canonical ideals Journal of Algebra. 489: 506-528 |
| Ghezzi L, Goto S, Hong J, et al. (2013) Variation of Hilbert coefficients Proceedings of the American Mathematical Society. 141: 3037-3048 |
| Ghezzi L. (2010) A generalization of the Strong Castelnuovo Lemma Journal of Algebra. 323: 1018-1035 |
| Ghezzi L, Hong J, Vasconcelos WV. (2009) The Signature of the Chern Coefficients of Local Rings Mathematical Research Letters. 16: 279-289 |
| Ghezzi L, Kashcheyeva O. (2007) Toroidalization of generating sequences in dimension two function fields of positive characteristic Journal of Pure and Applied Algebra. 209: 631-649 |
| Aberbach IM, Ghezzi L, Hà HT. (2006) Homology multipliers and the relation type of Parameter ideals Pacific Journal of Mathematics. 226: 1-39 |
| Ghezzi L, Hà HT, Kashcheyeva O. (2006) Toroidalization of generating sequences in dimension two function fields Journal of Algebra. 301: 838-866 |
| Aberbach I, Ghezzi L, Hà T. (2004) The depth of the associated graded ring of ideals with any reduction number Journal of Algebra. 276: 168-179 |