Cohen-Macaulay edge ideal whose height is half of the number of vertices
classification
🧮 math.AC
math.CO
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cohen-macaulayedgegraphshalfheightidealnumbervertices
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We consider a class of graphs $G$ such that the height of the edge ideal $I(G)$ is half of the number $\sharp V(G)$ of the vertices. We give Cohen-Macaulay criteria for such graphs.
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