activity
20072026
most citedGlobally -regular and log Fano varieties

148 citations · 912 across the 75 of their papers we have counts for

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Showing 2011Show all

11 papers · 1 filter

math.AG2011★ 34 cited

Bertini theorems for F-singularities

Karl Schwede, Wenliang Zhang

We prove that strongly F-regular and F-pure singularities satisfy Bertini-type theorems (including in the context of pairs) by building upon a framework of Cumino, Greco and Manare…

math.AC2011★ 15 cited

F-signature of pairs: Continuity, p-fractals and minimal log discrepancies

Manuel Blickle, Karl Schwede, Kevin Tucker

This paper contains a number of observations on the {-signature} of triples $(R,Δ,\ba^t)$ introduced in our previous joint work. We first show that the -signature $s(R,Δ,\ba^…

math.AC2011★ 3 cited

A dual to tight closure theory

Neil Epstein, Karl Schwede

We introduce an operation on modules over an -finite ring of characteristic . We call this operation \emph{tight interior}. While it exists more generally, in some cases this…

math.AG2011

Test ideals via a single alteration and discreteness and rationality of -jumping numbers

Karl Schwede, Kevin Tucker, Wenliang Zhang

Suppose is a log-$\bQ$-Gorenstein pair. Recent work of M. Blickle and the first two authors gives a uniform description of the multiplier ideal $\mJ(X;Δ)$ (in characterist…

math.AG2011

A canonical linear system associated to adjoint divisors in characteristic

Karl Schwede

Suppose that is a projective variety over an algebraically closed field of characteristic . Further suppose that is an ample (or more generally in some sense positiv…

math.AG2011★ 2 cited

F-singularities via alterations

Manuel Blickle, Karl Schwede, Kevin Tucker

For a normal F-finite variety and a boundary divisor we give a uniform description of an ideal which in characteristic zero yields the multiplier ideal, and in positive cha…