3 citations · 3 across the 3 of their papers we have counts for
3 papers
math.AC2023
The Grothendieck Ring of Certain Non-Noetherian Group-Graded Algebras via -Series
Nathaniel Gallup
With the goal of computing the Grothendieck group of certain multigraded infinite polynomial rings and the -series of infinite matrix Schubert spaces, we introduce a new type of…
math.AG2021
Well-Ordered Flag Spaces as Functors of Points
Nathaniel Gallup
Using Grothendieck's "functor of points" approach to algebraic geometry, we define a new infinite-dimensional algebro-geometric flag space as a -functor (for a ring) which m…
math.SG2013★ 3 cited
Topologically Distinct Lagrangian and Symplectic Fillings
Chang Cao, Nathaniel Gallup, Kyle Hayden +1
We construct infinitely many Legendrian links in the standard contact with arbitrarily many topologically distinct Lagrangian fillings. The construction is used to f…