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Faridi, Sara - Department of Mathematics and Statistics, Dalhousie University
OddCycleFree Facet Complexes and the K onig property Massimo Caboara # Sara Faridi +
CohenMacaulay Properties of SquareFree Monomial Ideals
Permit Parking Metered Parking
Primary Decomposition in a Sequentially Cohen-Macaulay Module
Commuting nilpotent matrices and pairs of Roberta Basili
manuscripta mathematica manuscript No. (will be inserted by the editor)
Cohen-Macaulay Properties of Square-Free Monomial Ideals
Monomial ideals via squarefree monomial ideals SARA FARIDI 1
Local Cohomology and the Cohen-Macaulay property These lectures represent an extended version of the contents of a one hour introductory talk prepared
Weak subintegral closure of ideals and connections with reductions and valuations
Closure Operations on Ideals Sara Faridi
Pairs of commuting nilpotent matrices and Hilbert Anthony Iarrobino
Resolutions of De Concini-Procesi ideals indexed by hooks Riccardo Biagioli
Simplicial Trees are Sequentially Cohen-Macaulay
Closure Operations on Ideals by
An involution on the nilpotent commutator of a nilpotent matrix
Secant Varieties and Inverse Systems Anthony V. Geramita
The blowup closure of a set of ideals with applications to T I closure
NORMAL IDEALS OF GRADED RINGS Sara Faridi
Monomial ideals via square-free monomial ideals SARA FARIDI1
Primary Decomposition in a Sequentially Cohen-Macaulay Module
Odd-Cycle-Free Facet Complexes and the Konig property Massimo Caboara
Simplicial Trees are Sequentially CohenMacaulay
Multiplier ideals and jumping numbers Preliminaries on simple complete ideals
Simplicial cycles and the computation of simplicial trees
Resolutions of De Concini-Procesi ideals indexed by hooks Riccardo Biagioli* Sara Faridiy Mercedes Rosasz
NORMAL IDEALS OF GRADED RINGS Sara Faridi
The blowup closure of a set of ideals with applications to T I closure
Biagioli, R. et al. (2008) "The Defining Ideals of Conjugacy Classes of Nilpotent Matrices and a Conjecture of International Mathematics Research Notices, Vol. 2008, Article ID rnn117, 33 pages.
Betti numbers of the path ideals of cycles and lines Ali Alilooee Sara Faridi
Combinatorial Hopf Algebras II: The wilderness of Hopf algebras
Finite reflection groups q, t-Fu-Catalan numbers for real reflection groups
A zoo of Hopf algebras Mike Zabrocki
MONOMIAL RESOLUTIONS SUPPORTED BY SIMPLICIAL TREES Sara Faridi