In this paper we are going to study foliations defined by holomorphic vector fields with isolated singularity in the origin with dicritic type, which strict transformed doesn't present singularities and satisfies the ...

In this paper we are going to study foliations defined by holomorphic vector fields with isolated singularity in the origin with dicritic type, which strict transformed doesn't present singularities and satisfies the ...

In this paper we are going to study foliations defined by holomorphic vector fields with isolated singularity in the origin with dicritic type, which strict transformed doesn't present singularities and satisfies the ...

In this work, we show relations between invariants of map germs. First, we consider an analytic function germ f : (X, 0) —(C, 0) on an isolated determinantal singularity and we present a relation between the Euler obstruction ...

Seja F uma foliação holomórfica em Pn por curvas tais que os componentes de seu locus singular são as curvas C i e os pontos p j. Calculamos os índices Baum-Bott BB φ (F, C i) em termos dos principais invariantes de F e C ...

In this paper establishes the formal locally a field of complex dimension two, in the vicinity of an isolated singular point, whose Taylor series expansion (around the isolated singularity) has linear part with a zero ...

In this paper establishes the formal locally a field of complex dimension two, in the vicinity of an isolated singular point, whose Taylor series expansion (around the isolated singularity) has linear part with a zero ...

In this paper establishes the formal locally a field of complex dimension two, in the vicinity of an isolated singular point, whose Taylor series expansion (around the isolated singularity) has linear part with a zero ...