17 citations · 48 across the 20 of their papers we have counts for
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math.AC2019
Faithfulness of Top Local Cohomology Modules in Domains
Melvin Hochster, Jack Jeffries
We study the conditions under which the highest nonvanishing local cohomology module of a domain with support in an ideal is faithful over , i.e., which guarantee that $…
math.AG2019
Bernstein-Sato functional equations, -filtrations, and multiplier ideals of direct summands
Josep Àlvarez Montaner, Daniel J. Hernández, Jack Jeffries +3
This paper investigates the existence and properties of a Bernstein-Sato functional equation in nonregular settings. In particular, we construct -modules in which such formal eq…
math.AC2019
A transformation rule for natural multiplicities
Jack Jeffries, Ilya Smirnov
For multiplicities arising from a family of ideals we provide a general approach to transformation rules for a ring extension étale in codimension one. Our result can be applied to…