26 citations · 121 across the 36 of their papers we have counts for
7 papers · 1 filter
A finiteness theorem for dual graphs of surface singularities
Patrick Popescu-Pampu, Jose Seade
Consider a fixed connected, finite graph and equip its vertices with weights which are non-negative integers. We show that there is a finite number of possibilities for t…
Holomorphic fillability and cohomology
Patrick Popescu-Pampu
I have withdrawn the paper, after having incorporated it into the paper arXiv:0712.3484. In the meantime I have discovered that the main theorem proved in the paper had already bee…
Stein or Milnor fillability and cohomology
Patrick Popescu-Pampu
I have withdrawn the paper, after having incorporated it into the paper arXiv:0712.3484. In the meantime I have discovered that one of the theorems proved in the paper had already…
On the cohomology rings of holomorphically fillable manifolds
Patrick Popescu-Pampu
An odd-dimensional differentiable manifold is called \emph{holomorphically fillable} if it is diffeomorphic to the boundary of a compact strongly pseudoconvex complex manifold, \em…
Introduction to Jung's method of resolution of singularities
Patrick Popescu-Pampu
The present notes originated in the introductory course given at the Trieste Summer School on Resolution of Singularities, in June 2006. They focus on the resolution of complex ana…
On higher dimensional Hirzebruch-Jung singularities
Patrick Popescu-Pampu
A germ of normal complex analytical surface is called a Hirzebruch-Jung singularity if it is analytically isomorphic to the germ at the 0-dimensional orbit of an affine toric surfa…