15 citations · 15 across the 2 of their papers we have counts for
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math.AG2005
On Igusa zeta functions of monomial ideals
Jason Howald, Mircea Mustata, Cornelia Yuen
We show that the real parts of the poles of the Igusa zeta function of a monomial ideal can be computed from the torus-invariant divisors on the normalized blowing-up along the ide…
math.AG2003★ 15 cited
Multiplier Ideals of Sufficiently General Polynomials
Jason Howald
It is well known that the multiplier ideal $\multr{I}$ of an ideal determines in a straightforward way the multiplier ideal $\multr{f}$ of a sufficiently general element of…
math.AG2000
Multiplier Ideals of Monomial Ideals
jason howald
In this note we calculate the multiplier ideal associated to an arbitrary monomial ideal in C^n. We discuss applications to the calculation of log canonical thresholds.