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[ ] A Lower Bound For Depths of Powers of Edge Ideals
arxiv.org
Authors: Louiza Fouli, Susan Morey. (Submitted on 24 Sep (v1), last revised 20 May (this version, v2)). Abstract: Let be a graph and let be the edge ideal of . Our main results in this article provide lower bounds for the depth of the first three powers of in terms of the diameter of . More precisely, we show that ...
"A study on the core of ideals" by Louiza Fouli - Purdue e-Pubsdocs.lib.purdue.edu › dissertations › AAI
docs.lib.purdue.edu
A study on the core of ideals. Louiza Fouli, Purdue University. Abstract. Let R be a local Gorenstein ring with infinite residue field k and let I be an ...
[PDF] Version 050 – Exam 2 – Louiza Fouli (59590)web.ma.utexas.edu › users › jhunt
web.ma.utexas.edu
Version 050 – Exam 2 – Louiza Fouli (59590). 1. This print-out should have 16 questions. Multiple-choice questions may continue on.
www.ams.org › meetings › sectional
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Louiza Fouli, Janet Vassilev and Adela Vraciu*, .edu. A formula for tight closure core. The tight closure core of an ideal I is the ...
[ ] Minimal Reductions and Cores of Edge Ideals
arxiv.org
Authors: Louiza Fouli, Susan Morey. (Submitted on 28 Dec (v1), last revised 27 Apr (this version, v2)). Abstract: We study minimal reductions of edge ideals of graphs and determine restrictions on the coefficients of the generators of these minimal reductions. We prove that when is not basic, then $\core{I}\subset ...
[ ] Reduction Numbers and Balanced Ideals
arxiv.org
Authors: Louiza Fouli. (Submitted on 29 Sep 2012). Abstract: Let be a Noetherian local ring and let be an ideal in . The ideal is called balanced if the colon ideal is independent of the choice of the minimal reduction of . Under suitable assumptions, Ulrich showed that is balanced if and only if the reduction numberof is at ...
[PDF] Enrico Pontelli Satish Ranade - New Mexico Legislaturewww.nmlegis.gov › handouts
www.nmlegis.gov
Louiza Fouli (Math). • Hong Huang (ECE). • Wenxin Liu (ECE). • Jay Misra (CS). • Son Tran (CS). • Jeffrey Teich (Management). • William Yeoh (CS).
[ ] Generators of reductions of ideals in a local Noetherian...
arxiv.org
Submission history. From: Louiza Fouli [view email] [v1] Wed, 16 Aug :11: 04 GMT (13kb). Which authors of this paper are endorsers?
[PDF] erdos - Rutgers Mathwww.math.rutgers.edu › ~zeilberg › ErdosLectureAudience
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Louiza Fouli. Lars W. Christensen. LiANA SEGA. HENRIK HOLM. Shihwei Chao. Bryce Richards. 20W3. EMAIL. ERDÓS. 井 miller@math sc.edu 3 .
The cl-core of an ideal - ProQuest
www.proquest.com
The cl-core of an ideal. BY LOUIZA FOULI. Department of Mathematical Sciences, New Mexico State University,. Las Cruces, NM –8001, ...
[ ] Regular Sequences On Squares Of Monomial Idealsarxiv.org › math
arxiv.org
· Authors:Louiza Fouli, Huy Tài Hà, Susan Morey · Download PDF. Abstract: We use initially regular sequences that consist of linear sums to ...
THE FROBENIUS FUNCTOR AND INJECTIVE MODULES THOMAS MARLEY Abstract....
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Person. THOMAS MARLEY / Claudia Miller / Craig Huneke / Neil Epstein / Louiza Fouli Position. author / Rt ProgrammingLanguage. Sather SocialTag.
[ ] Rees algebras of square-free monomial ideals
arxiv.org
Submission history. From: Louiza Fouli [view email] [v1] Mon, 14 May :06:08 GMT (15kb) [v2] Fri, 18 Jan :16:52 GMT (16kb).
Es fehlt: erbach
[ v1] The $cl-core$ of an ideal
arxiv.org
From: Louiza Fouli [view email] [v1] Thu, 16 Oct :04:23 GMT (18kb) [v2] Fri, 29 Jan :23:16 GMT (30kb) [v3] Fri, 17 Sep
[ v1] A formula for the *-core of an ideal
arxiv.org
From: Louiza Fouli [view email] [v1] Fri, 23 Oct :25: Louiza Fouli, Janet C. Vassilev, Adela-N. Vraciu. Expanding on the work of ...
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