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Related Documents
[ ] Algebraic properties of product of graphs
arxiv.org
Submission history From: Amir Mousivand Mon, 3 Jan :08:22 GMT (12kb) [v2] Fri, 7 Jan :16:42 GMT (13kb)
[ ] A new construction for Cohen-Macaulay graphs
arxiv.org
Oct 09, · Title: A new construction for Cohen-Macaulay graphs. Authors: Amir Mousivand, Seyed Amin Seyed Fakhari, Siamak Yassemi (Submitted on 10 Oct 2013)
Scientific Publications
Vertex decomposability and regularity of very well-covered graphs -...
www.sciencedirect.com
Vertex decomposability and regularity of very well-covered graphs Amir Mousivand a, ... vertex decomposability and regularity. Arch. Math.,
dblp: Ars Combinatoria, Volume 125
dblp.uni-trier.de
Bibliographic content of Ars Combinatoria, Volume 125
Archiv der Abhandlungen : Fachbereich Mathematik : Universität Hamburg
abhandlungen.math.uni-hamburg.de
... of Cohen-Macaulay bipartite graphs. Mohammad Mahmoudi, Amir Mousivand Abhandlungen aus dem Mathematischen Seminar der Universität Hamburg 80, ...
Publications
An alternative proof of a characterization of Cohen-Macaulay...
link.springer.com
Recently, Herzog and Hibi explicitly described all Cohen-Macaulay bipartite graphs by using the Stanley-Reisner ideal of the Alexander dual of the simplici
Algebraic properties of product of graphs : Amir Mousivand : Free...
archive.org
Let $G$ and $H$ be two simple graphs and let $G*H$ denotes the graph theoretical product of $G$ by $H$. In this paper we provide some results on graded Betti...
Vertex decomposability and regularity of very well-covered graphs -...
www.oalib.com
... and regularity of very well-covered graphs. Mohammad Mahmoudi,Amir Mousivand,Marilena Crupi,Giancarlo Rinaldo,Naoki Terai,Siamak Yassemi ...
Miscellaneous
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... is vertex decomposable and so it is Cohen-Macaulay due to pureness of $\Delta_{\overline{G}}$. Mohammad Mahmoudi Amir Mousivand Siamak Yassemi.
An alternative proof of a characterization of Cohen-Macaulay...
www.infona.pl
Recently, Herzog and Hibi explicitly described all Cohen-Macaulay bipartite graphs by using the Stanley-Reisner ideal of the Alexander dual of the simplicial...
Betti Numbers of Some Circulant Graphs
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Betti Numbers of Some Circulant Graphs. Mohsen Abdi Makvand, Amir Mousivand · Details · Contributors · Fields of science · Bibliography · Quotations · Similar ...
Czechoslovak Mathematical Journal
articles.math.cas.cz
Institute of Mathematics of the Czech Academy of Sciences
List of Participants - School of...
vdocuments.net
List of Participants Ghodratollah Aalipour Sharif University of Technology and IPM .ir Ahmad Abbasi University of Guilan...
[ ] Circulant $S_2$ graphs
arxiv.org
From: Amir Mousivand [v1] Sat, 26 Dec :36:24 UTC (10 KB) Which authors of this paper are endorsers? | Disable MathJax (What is MathJax?) Link back to: ...
References - AMS :: Proceedings of the American ...
www.ams.org
[26] Mohammad Mahmoudi, Amir Mousivand, Marilena Crupi, Giancarlo Rinaldo, Naoki Terai, and Siamak Yassemi, Vertex decomposability and regularity of ...
Resolution and regularity of cover ideals of certain multipartite ...
www.groundai.com
[21] Mohammad Mahmoudi, Amir Mousivand, Marilena Crupi, Giancarlo Rinaldo, Naoki Terai, and Siamak Yassemi. Vertex decomposability ...
The Eventual Shape of the Betti Tables of Powers of Ideals - PDF Free...
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8 A New Construction for Cohen-Macaulay Graphs Amir Mousivand Islamic Azad University Let G be a finite simple graph on a vertex set V (G) ...
Commutative Algebra and Applications to Combinatorics and Algebraic...
math.gsu.edu.tr
PARTICIPANTS. Name/Surname: University/Country: 1: Ahmad Abbasi: University of Guilan IRAN: 2: Nematollah Shirmohammadi: ... Amir Mousivand: Islamic Azad University
[PDF] Vertex decomposability and regularity of very well-covered...
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[ ] The complement of a connected bipartite graph is vertex...
arxiv.org
Authors:Mohammad Mahmoudi, Amir Mousivand, Siamak Yassemi. (Submitted on 25 Feb 2009). Abstract: Associated to a simple undirected ...
The complement of a connected bipartite graph is vertex decomposable...
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