Add to ORKGWe study the question of whether the ideal$I_r subset mathcal{O}_{C^3}$ of $r$ very general lines passing through the origin can be realized as a multiplier ideal. We show that when $r leq 10$,$I_r$ is a multiplier ideal. When $r ggPh.D.MathematicsUniversity of Michigan, Horace H. Rackham School of Graduate Studieshttp://deepblue.lib.umich.edu/bitstream/2027.42/60802/1/kyungl_1.pd
AbstractWe give algorithms for computing multiplier ideals using Gröbner bases in Weyl algebras. To ...
The inversion of adjunction theorems study what happens when singularities of a pair (X, Delta) are ...
(Communicated by Bernd Ulrich) Abstract. In 2006, M. Mustaţa ̆ used jet schemes to compute the mult...
We study the question of whether the ideal$I_r subset mathcal{O}_{C^3}$ of $r$ very general lines pa...
We consider a reduced union of finitely many lines through the origin in C3 . The resolution of th...
We consider a reduced union of finitely many lines through the origin in C3 . The resolution of th...
This dissertation studies certain invariants of singularities of complex algebraic surfaces. In the ...
This dissertation studies certain invariants of singularities of complex algebraic surfaces. In the ...
In this thesis, we present some results which allow for the explicit calculation of multiplier ideal...
In this thesis, we present some results which allow for the explicit calculation of multiplier ideal...
AbstractIn this note, we study the behavior of depths of multiplier ideals under restriction when th...
Trends in Mathematics 15This is an extended abstract with some of the results that will appear in t...
The inversion of adjunction theorems study what happens when singularities of a pair (X, Delta) are ...
summary:Let $\mathfrak {a}\subseteq {\mathbb C}[x_1,\ldots ,x_n]$ be a monomial ideal and ${\mathcal...
This is an extended abstract with some of the results that will appear in the forthcoming paper [1] ...
AbstractWe give algorithms for computing multiplier ideals using Gröbner bases in Weyl algebras. To ...
The inversion of adjunction theorems study what happens when singularities of a pair (X, Delta) are ...
(Communicated by Bernd Ulrich) Abstract. In 2006, M. Mustaţa ̆ used jet schemes to compute the mult...
We study the question of whether the ideal$I_r subset mathcal{O}_{C^3}$ of $r$ very general lines pa...
We consider a reduced union of finitely many lines through the origin in C3 . The resolution of th...
We consider a reduced union of finitely many lines through the origin in C3 . The resolution of th...
This dissertation studies certain invariants of singularities of complex algebraic surfaces. In the ...
This dissertation studies certain invariants of singularities of complex algebraic surfaces. In the ...
In this thesis, we present some results which allow for the explicit calculation of multiplier ideal...
In this thesis, we present some results which allow for the explicit calculation of multiplier ideal...
AbstractIn this note, we study the behavior of depths of multiplier ideals under restriction when th...
Trends in Mathematics 15This is an extended abstract with some of the results that will appear in t...
The inversion of adjunction theorems study what happens when singularities of a pair (X, Delta) are ...
summary:Let $\mathfrak {a}\subseteq {\mathbb C}[x_1,\ldots ,x_n]$ be a monomial ideal and ${\mathcal...
This is an extended abstract with some of the results that will appear in the forthcoming paper [1] ...
AbstractWe give algorithms for computing multiplier ideals using Gröbner bases in Weyl algebras. To ...
The inversion of adjunction theorems study what happens when singularities of a pair (X, Delta) are ...
(Communicated by Bernd Ulrich) Abstract. In 2006, M. Mustaţa ̆ used jet schemes to compute the mult...