17 citations · 48 across the 20 of their papers we have counts for
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math.AC2013
Separating Invariants and Local Cohomology
Emilie Dufresne, Jack Jeffries
The study of separating invariants is a recent trend in invariant theory. For a finite group acting linearly on a vector space, a separating set is a set of invariants whose elemen…
math.AC2013★ 17 cited
Multiplicities of Classical Varieties
Jack Jeffries, Jonathan Montaño, Matteo Varbaro
The -multiplicity plays an important role in the intersection theory of Stückrad-Vogel cycles, while recent developments confirm the connections between the -multiplicity and…
math.AC2013★ 3 cited
Non-simplicial decompositions of Betti diagrams of complete intersections
Courtney Gibbons, Jack Jeffries, Sarah Mayes +3
We investigate decompositions of Betti diagrams over a polynomial ring within the framework of Boij--Soederberg theory. That is, given a Betti diagram, we decompose it into pure di…