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CITY TECH EXPERTS | |||||||
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| Name: | Laura Ghezzi |
| Dept: | Mathematics |
| Position: | Associate Professor |
| Education: | PhD, Michigan State University; BS University of Genova (Italy) |
| Expertise: | Commutative algebra, computational algebra, algebraic geometry |
| Selected Publications: | “Variation of Hilbert coefficients,” co-author, Proceedings of the American Mathematical Society, 2012; “Variation of the first Hilbert coefficients of parameters with a common integral closure,” co-author, Journal of Pure and Applied Algebra, 2012; “Cohen-Macaulayness versus the vanishing of the first Hilbert coefficient of parameter ideals,” co-author, Journal of the London Mathematical Society, 2010; “A generalization of the Strong Castelnuovo Lemma,” Journal of Algebra, 2010; “The signature of the Chern coefficients of local rings,” co-author, Mathematics Research Letters, 2009. |
| Languages: | Italian |
| Phone: | 718.260.4965 |
| E-mail: | lghezzi@citytech.cuny.edu |