Details:
| Title | Grobner bases, monomial group actions, and the Cox rings of Del Pezzo surfaces | | Author(s) | Michael Stillman, Domiano Testa, Mauricio Velasco | | Type | Article in Journal | | Abstract | We introduce the notion of monomial group action and study some
of its consequences for Gr ̈bner basis theory. As an application we
o
prove a conjecture of V. Batyrev and O. Popov describing the Cox
rings of Del Pezzo surfaces (of degree ≥ 3) as quotients of a polynomial
ring by an ideal generated by quadrics.
| | Length | 777 |
| URL |
http://math.berkeley.edu/~velasco/DelPezzo.pdf |
| Language | English | | Journal | Journal of Algebra | | Volume | 316 | | Number | 2 | | Year | 2007 | | Month | October | | Translation |
No | | Refereed |
Yes |
|
