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Journal für die reine und angewandte Mathematik (Crelles Journal), 2023
Abstract We prove a conjecture by Ene, Herzog, and Hibi (2011) that the Betti numbers of the binomial edge ideal J G
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Abstract We prove a conjecture by Ene, Herzog, and Hibi (2011) that the Betti numbers of the binomial edge ideal J G
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Binomial Edge Ideals and Related Ideals
2018In this chapter we consider classes of binomial ideals which are naturally attached to finite simple graphs. The first of these classes are the binomial edge ideals. These ideals may also be viewed as ideals generated by a subset of 2-minors of a (2 × n)-matrix of indeterminates. Their Grobner bases will be computed.
Jürgen Herzog +2 more
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A study on binomial edge ideals [PDF]
In this thesis, we study the binomial edge ideals associated with graphs. We review their reduced Gröber basis and minimal primary decompositions. Moreover, we also give an overview of recent results related to the depth, betti numbers, and regularity of binomial edge ideals arising from di erent classes of simple graphs.
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Depth of powers of binomial edge ideals of complete bipartite graphs
Communications in Algebra, 2023Zhongming Tang
exaly
Regularity of powers of (parity) binomial edge ideals
Journal of Algebraic Combinatorics, 2022Zhu Guangjun, Yi-Huang Shen
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On the extremal Betti numbers of the binomial edge ideal of closed graphs
Mathematische Nachrichten, 2018Trong Hoang
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Depth and extremal Betti number of binomial edge ideals
Mathematische Nachrichten, 2020Arvind Kumar +2 more
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Some Cohen–Macaulay and Unmixed Binomial Edge Ideals
Communications in Algebra, 2015Dariush Kiani, Sara Saeedi Madani
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Binomial edge ideals and bounds for their regularity
Journal of Algebraic Combinatorics, 2020Arvind Kumar, Arvind Kumar
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