92 citations · 473 across the 45 of their papers we have counts for
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math.AG2017
An equivariant Hilbert basis theorem
Daniel Erman, Steven V Sam, Andrew Snowden
We prove a version of the Hilbert basis theorem in the setting of equivariant algebraic geometry: given a group G acting on a finite type morphism of schemes X -> S, if S is topolo…
math.AC2017★ 12 cited
Random Flag Complexes and Asymptotic Syzygies
Daniel Erman, Jay Yang
We use the probabilistic method to construct examples of conjectured phenomenon about asymptotic syzygies. In particular, we use the Stanley-Reisner ideals of random flag complexes…
math.AC2017★ 25 cited
Virtual Resolutions for a Product of Projective Spaces
Christine Berkesch, Daniel Erman, Gregory G. Smith
Syzygies capture intricate geometric properties of a subvariety in projective space. However, when the ambient space is a product of projective spaces or a more general smooth proj…