1 citations · 2 across the 3 of their papers we have counts for
3 papers
math.AC2021★ 1 cited
Syzygies of : data and conjectures
Juliette Bruce, Daniel Corey, Daniel Erman +3
We provide a number of new conjectures and questions concerning the syzygies of . The conjectures are based on computing the graded Betti tables an…
math.AC2019
The Schur-Veronese package in Macaulay2
Juliette Bruce, Daniel Erman, Steve Goldstein +1
This note introduces the Macaulay2 package SchurVeronese, which gathers together data about Veronese syzygies and makes it readily accessible in Macaulay2. In addition to standard…
math.AC2017★ 1 cited
Conjectures and computations about Veronese syzygies
Juliette Bruce, Daniel Erman, Steve Goldstein +1
We formulate several conjectures which shed light on the structure of Veronese syzygies of projective spaces. Our conjectures are based on experimental data that we derived by deve…