We show that the Koszul homology algebra of the second Veronese subalgebra of a polynomial ring over a field of characteristic zero is generated, as an algebra, by the homology classes corresponding to the syzygies of the lowest linear strand.
The Koszul homology algebra of the second Veronese is generated by the lowest strand
Aldo Conca;
2021-01-01
Abstract
We show that the Koszul homology algebra of the second Veronese subalgebra of a polynomial ring over a field of characteristic zero is generated, as an algebra, by the homology classes corresponding to the syzygies of the lowest linear strand.File in questo prodotto:
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(2018) Conca Reiner Katthen The Koszul homology algebra of the second Veronese is generated by the lowest strand.pdf
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