2 citations · 4 across the 5 of their papers we have counts for
5 papers
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…
Lipschitz trivial values of polynomial mappings
André Costa, Vincent Grandjean, Maria Michalska
Real or complex polynomial mappings between affines spaces admitting a Lipschitz-trivial value are completely characterized.
Multiplicity and degree relative to a set
Vincent Grandjean, Maria Michalska
The multiplicity (resp. degree) of a function relative to a semianalytic subset of is the greatest (resp. smallest) exponent among numbers such that the…
Milnor numbers of deformations of semi-quasi-homogeneous plane curve singularities II
Maria Michalska, Justyna Walewska
We show the possible Milnor numbers of deformations of semi-quasi-homogeneous isolated plane curve singularities. In Theorem 1.1 we list integers can be attained as Milnor numbers…
Milnor numbers of deformations of semi-quasi-homogeneous plane curve singularities
Maria Michalska, Justyna Walewska
The aim of this paper is to show the possible Milnor numbers of deformations of semi-quasi-homogeneous isolated plane curve singularities. Main result states that if is irreduc…