G. Whelan

most citedOn the behavior of singularities at the

F

-pure threshold

7 citations · 7 across the 2 of their papers we have counts for

collaborators

2 papers

math.AC2018

Generalized depth and associated primes in the perfect closure $R^{\infty}$

George Whelan

For a reduced Noetherian ring $R$ of characteristic $p > 0$ , in this paper we discuss an extension of $R$ called its perfect closure $R^{\infty}$ . This extension contains all $p^{e}$ -t…

math.AC2015★ 7 cited

On the behavior of singularities at the $F$ -pure threshold

Eric Canton, Daniel Hernández, Karl Schwede +6

We provide a family of examples where the $F$ -pure threshold and the log canonical threshold of a polynomial are different, but where $p$ does not divide the denominator of the $F$ …

Generalized depth and associated primes in the perfect closure R∞

On the behavior of singularities at the F-pure threshold

Generalized depth and associated primes in the perfect closure $R^{\infty}$

On the behavior of singularities at the $F$ -pure threshold