summary:In this paper we present some formulae for topological invariants of projective complete intersection curves with isolated singularities in terms of the Milnor number, the Euler characteristic and the topological genus. We also present some conditions, involving the Milnor number and the degree of the curve, for the irreducibility of complete intersection curves
On a general hypersurface of degree $d\leq n$ in $\mathbb P^n$ or $\mathbb P^n$ itself, we prove the...
AbstractWe consider an algebraic set W in Rn, defined by the vanishing of k (0<k<n) polynomials, to ...
AbstractWe consider an algebraic set W in Rn, defined by the vanishing of k (0<k<n) polynomials, to ...
summary:In this paper we present some formulae for topological invariants of projective complete int...
summary:In this paper we present some formulae for topological invariants of projective complete int...
In this paper we present some formulae for topological invariants of projective complete intersectio...
We present an intersection-theoretical approach to the invariants of plane curve singularities µ,ð,r...
Let X, x be a germ of an analytic variety (over the complex numbers) which is a complete intersectio...
Let X, x be a germ of an analytic variety (over the complex numbers) which is a complete intersectio...
In this article we calculate the genus of a projective complete intersection of any dimension and th...
The thesis aims to present a theory about algebraic curves over complex numbers from the topological...
Suppose $C$ is a singular curve in $\mathbb CP^2$ and it is topologically an embedded surface of gen...
In the article the relation between irreducible curve plane singularities and knots is described. In...
In this paper we give a positive answer to a question of Dimca and Greuel about the quotient between...
It is shown that Hirzebruch's result on the Chern classes of a complete intersection of nonsingular ...
On a general hypersurface of degree $d\leq n$ in $\mathbb P^n$ or $\mathbb P^n$ itself, we prove the...
AbstractWe consider an algebraic set W in Rn, defined by the vanishing of k (0<k<n) polynomials, to ...
AbstractWe consider an algebraic set W in Rn, defined by the vanishing of k (0<k<n) polynomials, to ...
summary:In this paper we present some formulae for topological invariants of projective complete int...
summary:In this paper we present some formulae for topological invariants of projective complete int...
In this paper we present some formulae for topological invariants of projective complete intersectio...
We present an intersection-theoretical approach to the invariants of plane curve singularities µ,ð,r...
Let X, x be a germ of an analytic variety (over the complex numbers) which is a complete intersectio...
Let X, x be a germ of an analytic variety (over the complex numbers) which is a complete intersectio...
In this article we calculate the genus of a projective complete intersection of any dimension and th...
The thesis aims to present a theory about algebraic curves over complex numbers from the topological...
Suppose $C$ is a singular curve in $\mathbb CP^2$ and it is topologically an embedded surface of gen...
In the article the relation between irreducible curve plane singularities and knots is described. In...
In this paper we give a positive answer to a question of Dimca and Greuel about the quotient between...
It is shown that Hirzebruch's result on the Chern classes of a complete intersection of nonsingular ...
On a general hypersurface of degree $d\leq n$ in $\mathbb P^n$ or $\mathbb P^n$ itself, we prove the...
AbstractWe consider an algebraic set W in Rn, defined by the vanishing of k (0<k<n) polynomials, to ...
AbstractWe consider an algebraic set W in Rn, defined by the vanishing of k (0<k<n) polynomials, to ...