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Generalized Mixed Product Ideals by Herzog, Jürgen; Moghimipor, Roya; Yassemi, Siamak is a scholarly article available to read on EtoBox.

What is Generalized Mixed Product Ideals about?

We consider classes of ideals which generalize the mixed product ideals introduced by Restuccia and Villarreal, and also generalize the expansion construction by Bayati and the first author \cite{BH}. We compute the minimal graded free resolution of generalized mixed product ideals and show that the regularity of a generalized mixed product ideal coincides with regularity of the monomial ideal by which it is induced.

Author

Herzog, Jürgen; Moghimipor, Roya; Yassemi, Siamak

Published

2014

Language

EN