activity
19972026
most citedHirzebruch classes and motivic Chern classes for singular spaces

16 citations · 74 across the 21 of their papers we have counts for

collaborators

24 papers

math.DS2026

The Milnor Fiber as a Local Conley Index

Jean-Paul Brasselet, Nivaldo Grulha

Let $f:(\C^n,0)\to(\C,0)$ be a holomorphic germ with an isolated critical point at the origin, and let be the negative gradient flow of $\re f$ with respect to a Riemannian m…

math.DS2026

Singular Morse-Smale Flows on Pseudomanifolds with Spherical-Cone Singularities: Conley Theory and Intersection Homology

Jean-Paul Brasselet, Dahisy Lima, Denilson Tenório

Classical Morse-Conley theory provides powerful tools for relating dynamical and topological invariants of smooth manifolds. In this paper, we extend this perspective to pseudomani…

math.AG2025

Chern-Schwartz-MacPherson classes in the point of view of Obstruction Theory and Lipschitz framework

Jean-Paul Brasselet, Tadeusz Mostowski, Thuy Nguyen Thi Bich

Since Chern and Grothendieck, Chern's characteristic class theory has made significant progress. In particular with regard to the classes of singular varieties. Conjectured by Grot…

math.HO2020★ 5 cited

An elementary proof of Euler formula using Cauchy's method

Jean-Paul Brasselet, Nguyen Thi Bich Thuy

The use of Cauchy's method to prove Euler's well-known formula is an object of many controversies. The purpose of this paper is to prove that Cauchy's method applies for convex pol…

math.GT2019

Local bi-Lipschitz classification of semialgebraic surfaces

Jean-paul Brasselet, Maria Aparecida Soares Ruas, Thuy Nguyen

We provide bi-Lipschitz invariants for finitely determined map germs , where or . The aim of the p…

math.AT2016★ 1 cited

Local and global coincidence homology classes

Jean-Paul Brasselet, Tatsuo Suwa

For two differentiable maps between two manifolds of possibly different dimensions, the local and global coincidence homology classes are introduced and studied by Bisi- Bracci-Iza…