A Koszul filtration for the second squarefree Veronese subring
classification
🧮 math.AC
keywords
secondsquarefreesubringveronesefiltrationkoszulcompleteedge
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The second squarefree Veronese subring in $n$ variables is the edge ring of the complete graph with $n$ vertices. It is proved that every second squarefree Veronese subring possesses a Koszul filtration.
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