We consider the Segre product of two square-free Veronese varietiesand we determine the set of moves associated to the correspondingsemigroup homomrphism. We define the initial vector of a generatormovie of the kernel of a semigroup homomorphism by the intialmonomial of the generator binomial of the toric ideal of the liftedalgebras homomorphism.
Moves for Segre products Of Veronese subrings / Failla, G.. - In: RENDICONTI DEL CIRCOLO MATEMATICO DI PALERMO. SUPPLEMENTO. - ISSN 1592-9531. - Serie II, Suppl.80:(2008), pp. 161-167.
Moves for Segre products Of Veronese subrings
FAILLA, Gioia
2008-01-01
Abstract
We consider the Segre product of two square-free Veronese varietiesand we determine the set of moves associated to the correspondingsemigroup homomrphism. We define the initial vector of a generatormovie of the kernel of a semigroup homomorphism by the intialmonomial of the generator binomial of the toric ideal of the liftedalgebras homomorphism.File in questo prodotto:
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