Conjectures and Computations about Veronese Syzygies
Juliette Bruce, Daniel Erman, Steve Goldstein, Jay Yang · Experimental Mathematics · 2018
We formulate several conjectures which shed light on the structure of Veronese syzygies of projective spaces. These conjectures are motivated by experimental data that we derived from a high-speed high-throughput computation of multigraded Betti numbers based on numerical linear algebra.