TEST IDEALS IN RINGS WITH FINITELY GENERATED ANTI-CANONICAL ALGEBRAS
Page 1 J. Inst. Math. Jussieu (2018) 17(1), 171–206 doi:10.1017/S1474748015000456 c …

Ascending chain condition for F-pure thresholds on a fixed strongly F-regular germ Page 1
Ascending chain condition for F-pure thresholds on a fixed strongly F-regular germ Kenta …

Motivated by relations between Hilbert–Samuel multiplicity and F-thresholds, we conjecture
an inequality that relates F-thresholds with Hilbert–Kunz multiplicity. In this article, we …

The aim of this paper is to study mixed multiplier ideals associated with a tuple of ideals in a
two‐dimensional local ring with a rational singularity. We are interested in the partition of the …

In this article we study F-pure thresholds (and, more generally, F-thresholds) of
homogeneous polynomials in two variables over a field of characteristic p> 0. Passing to a …

Singularities defined by the Frobenius map Karl Schwede Karen E. Smith Page 1
Singularities defined by the Frobenius map Karl Schwede Karen E. Smith Draft compiled …

We compute the $ F $-pure threshold of non necessarily principal ideals which satisfy a
geometric generic condition about their Newton polygons. We also contribute some …

In this work we define a numerical invariant called F-volume. This number extends the
definition of F-threshold of a pair of ideals I and J, c J (I) to a sequence of ideals J, I 1,…, I t …

2.2. The definition of multiplier ideals 18 2.3. Multiplier ideals: examples and first properties
25 2.4. Multiplier ideals and vanishing theorems 31 2.5. Main properties of multiplier ideals …

In this thesis, we consider some particular kind of singularities of algebraic varieties in
positive characteristic, the so-called F-singularities. These singularities include strongly F …