Jet differentials on toroidal compactifications of ball quotients

keywords: urve of genus 2, group of involutions, Igusa invariants,

We first remark that for any projective complex manifold, there is a natural deformation of its Green–Griffiths jets spaces to a weighted projec- tivized bundles, which will permit

Namely, if {L,} is an interpolating sequences of hyperp lanes, then {aj\ is an interpolating sequence of points, so they must satisfy Varopoulos's necessary condition (cf.. the

When a chaotic attractor is produced by a three-dimensional strongly dissipative system, its ultimate characterization is reached when a branched manifold — a template — can be used

Therefore, in the limit as h → 0 (or equivalently, as ν → ∞ ), the problem of rolling a ball across the top of a point cloud (emanating from a Poisson process with intensity ν,

Then the fundamental group of the quotient X := C 1 × · · · × C n /G by the diagonal action of G has a normal subgroup of finite index that is isomorphic to the product of n

The computation of the Hironaka quotients of (f, g) in each step of the Hirzebruch-Jung resolution of φ is based on the following principle: Lemma 16 and Remark 12 (of Section 3),

In this process the double points lying in the line that we have removed create isolated points and we must allow to blow them up as well in order to cover the case when