17 citations · 48 across the 20 of their papers we have counts for
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Derived Functors of Differential Operators
Jack Jeffries
In their work on differential operators in positive characteristic, Smith and Van den Bergh define and study the derived functors of differential operators; they arise naturally as…
A Zariski-Nagata theorem for smooth -algebras
Alessandro De Stefani, Eloísa Grifo, Jack Jeffries
In a polynomial ring over a perfect field, the symbolic powers of a prime ideal can be described via differential operators: a classical result by Zariski and Nagata says that the…
Polarization of Neural Rings
Sema Gunturkun, Jack Jeffries, Jeffrey Sun
The "neural code" is the way the brain characterizes, stores, and processes information. Unraveling the neural code is a key goal of mathematical neuroscience. Topology, coding the…
Local Okounkov bodies and limits in prime characteristic
Daniel J. Hernández, Jack Jeffries
This article is concerned with the asymptotic behavior of certain sequences of ideals in rings of prime characteristic. These sequences, which we call -families of ideals, are u…