Sara Saeedi Madani

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Person:345155

Available identifiers

zbMath Open madani.sara-saeediMaRDI QIDQ345155

List of research outcomes

PublicationDate of PublicationType
The normalized depth function of squarefree powers2024-04-16Paper
Cycle algebras and polytopes of matroids2024-02-23Paper
Diameter and connectivity of finite simple graphs2023-10-17Paper
Induced matchings in strongly biconvex graphs and some algebraic applications2023-10-05Paper
Hankel edge ideals of trees and (semi-)Hamiltonian graphs2022-10-04Paper
Matchings and squarefree powers of edge ideals2022-02-24Paper
Regularity of binomial edge ideals of chordal graphs2021-08-04Paper
A proof for a conjecture on the regularity of binomial edge ideals2021-02-22Paper
Binomial edge ideals of small depth2021-02-03Paper
Ideals Associated to Poset Homomorphisms: A Survey2019-02-26Paper
Binomial edge ideals: a survey2018-11-30Paper
Binomial edge ideals of regularity 32018-10-15Paper
Retracts and algebraic properties of cut algebras2017-12-21Paper
The linear strand of determinantal facet ideals2017-05-24Paper
Algebraic properties of ideals of poset homomorphisms2016-11-25Paper
Betti Numbers of Path Ideals of Trees2016-10-12Paper
Cohen-Macaulay and Gorenstein Path Ideals of Trees2016-09-26Paper
The Castelnuovo-Mumford regularity of binomial edge ideals2015-12-28Paper
The coordinate ring of a simple polyomino2015-11-18Paper
A note on the regularity of Hibi rings2015-11-09Paper
Some Cohen–Macaulay and Unmixed Binomial Edge Ideals2015-10-26Paper
On the ideal of orthogonal representations of a graph in \(\mathbb{R}^2\)2015-10-13Paper
The Edge Ideals of Complete Multipartite Hypergraphs2015-08-07Paper
Pseudo-Gorenstein and level Hibi rings2015-05-18Paper
GORENSTEIN AND Sr PATH IDEALS OF CYCLES2015-01-26Paper
Binomial edge ideals with pure resolutions2015-01-15Paper
The regularity of binomial edge ideals of graphs2013-10-23Paper
On the binomial edge ideal of a pair of graphs2013-06-07Paper
https://portal.mardi4nfdi.de/entity/Q29195742012-10-04Paper

Research outcomes over time


Doctoral students

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