4 citations · 6 across the 6 of their papers we have counts for
8 papers
Nash blowups of normal toric surfaces: the case of one and two segments
Daniel Duarte, Jawad Snoussi
We show that iterating Nash blowups resolve the singularities of normal toric surfaces satisfying the following property: the minimal generating set of the corresponding semigroup…
On the fifth Whitney cone of a complex analytic curve
Arturo Giles Flores, Otoniel Nogueira da Silva, Jawad Snoussi
From a procedure to calculate the -cone of a reduced complex analytic curve at a singular point , we extract a collection of integers that we…
Fibration theorems à la Milnor for differentiable maps with non-isolated singularities
JosÉ Luis Cisneros-Molina, AurÉlio Menegon, JosÉ Seade +1
We prove fibration theorems à la Milnor for differentiable real maps with non isolated critical values. We study the situation for maps with linear discriminant, and prove that the…
On tangency in equisingular families of curves and surfaces
Arturo Giles Flores, Otoniel Nogueira da Silva, Jawad Snoussi
We study the behavior of limits of tangents in topologically equivalent spaces. In the context of families of generically reduced curves, we introduce the -invariant of a curve…
Whitney equisingularity in families of generically reduced curves
O. N. Silva, J. Snoussi
In this work we study equisingularity in a one-parameter flat family of generically reduced curves. We consider some equisingular criteria as topological triviality, Whitney equisi…
Milnor fibrations and regularity conditions for real analytic mappings
J. Seade, K. Shabbir, J. Snoussi
When f : R power n to R power p, is a surjective real analytic map with isolated critical value, we prove that the (m)-regularity condition (in a sense we define) ensures that f ||…