C. Ruiz

most citedA new proof of a theorem of Dutertre and Fukui on Morin singularities

1 citations · 1 across the 3 of their papers we have counts for

collaborators

3 papers

math.GT2020

The geometrical information encoded by the Euler obstruction of a map

Nivaldo G. Grulha, Camila Ruiz, Hellen Santana

In this work we investigate the topological information captured by the Euler obstruction of a map, $f : (X, 0) \to (C^{2}, 0)$ , with $(X, 0)$ a germ of a complex $d$ -equidimens…

math.GT2016

Morin singularities of coframes and frames

Camila M. Ruiz

Inspired by the properties of an $n$ -frame of gradients $(\nabla f_{1}, \dots, \nabla f_{n})$ of a Morin map $f : M \to R^{n}$ , with $dim M \geq n$ , we introduce the notion…

math.GT2016★ 1 cited

A new proof of a theorem of Dutertre and Fukui on Morin singularities

Camila M. Ruiz

In [2], N.Dutertre and T. Fukui used Viro's integral calculus to study the topology of stable maps $f : M \to N$ between two smooth manifolds $M$ and $N$ . They also discussed…