Jet schemes of toric surfaces (a short version)

Abstract

For $m\in \IN, m\geq 1,$ we determine the irreducible components of the $m-th$ jet scheme of a toric surface $S.$ For $m$ big enough, we connect the number of a class of these irreducible components to the number of exceptional divisors on the minimal resolution of $S.$

References in corpus (2)

• Jet Schemes of Locally Complete Intersection Canonical Singularities
• Arcs on Determinantal Varieties