6 citations · 33 across the 18 of their papers we have counts for
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math.MG2023★ 2 cited
Stereographic compactification and affine bi-Lipschitz homeomorphisms
Vincent Grandjean, Roger Oliveira
Let be the inverse of the stereographic projection with centre the north pole . Let be a closed subset of $\mathbb{R}^{q…
math.AG2023★ 2 cited
One point compactification and Lipschitz normally embedded definable subsets
André Costa, Vincent Grandjean, Maria Michalska
A closed subset of , definable in some given o-minimal structure, is Lipschitz normally embedded in if and only if its one-point compactification is Li…
math.AG2023
Equi-singularity of real families and Lipschitz Killing curvature densities at infinity
Nicolas Dutertre, Vincent Grandjean
Fix an o-minimal structure expanding the ordered field of real numbers. Let be a definable family of closed subsets of whose total space $…