Add to ORKGUsing the Newton polygon we prove a factorization theorem for the local polar curves. Then we give some applications to the polar invariants and pencils of plane curve singularities
The Newton polygon of the implicit equation of a rational plane curve is explicitly determined by th...
In this paper, we study polar quotients and Łojasiewicz exponents of plane curve singularities, whic...
We describe the polarised Hodge structure on the symmetric powers of a smooth projective curve
We prove a factorization theorem for the polars of plane singularities with respect to the Newton di...
Preprint enviat per a la seva publicació en una revista científica; Manuscripta mathematica, 1983, v...
International audienceWe develop a study on local polar invariants of planar complex analytic foliat...
This paper addresses a very classical topic that goes back at least to Plücker: how to understand a ...
We prove a formula for the polar degree of projective hypersurfaces in terms of the Milnor data of t...
We present an intersection-theoretical approach to the invariants of plane curve singularities µ,ð,r...
We present an intersection-theoretical approach to the invariants of plane curve singularities µ, δ,...
We prove that the polar degree of an arbitrarily singular projective hypersurface can be decomposed ...
We give an explicit formula for the maximal polar quotient of a plane curve singularity with some ap...
The paper describes several invariants of plane curve singularities in terms of the data of associat...
Abstract. We give a complete factorization of the invariant factors of resul-tant matrices built fro...
In this thesis, we will use the Newton polygon and the Puiseux characteristic to study complex analy...
The Newton polygon of the implicit equation of a rational plane curve is explicitly determined by th...
In this paper, we study polar quotients and Łojasiewicz exponents of plane curve singularities, whic...
We describe the polarised Hodge structure on the symmetric powers of a smooth projective curve
We prove a factorization theorem for the polars of plane singularities with respect to the Newton di...
Preprint enviat per a la seva publicació en una revista científica; Manuscripta mathematica, 1983, v...
International audienceWe develop a study on local polar invariants of planar complex analytic foliat...
This paper addresses a very classical topic that goes back at least to Plücker: how to understand a ...
We prove a formula for the polar degree of projective hypersurfaces in terms of the Milnor data of t...
We present an intersection-theoretical approach to the invariants of plane curve singularities µ,ð,r...
We present an intersection-theoretical approach to the invariants of plane curve singularities µ, δ,...
We prove that the polar degree of an arbitrarily singular projective hypersurface can be decomposed ...
We give an explicit formula for the maximal polar quotient of a plane curve singularity with some ap...
The paper describes several invariants of plane curve singularities in terms of the data of associat...
Abstract. We give a complete factorization of the invariant factors of resul-tant matrices built fro...
In this thesis, we will use the Newton polygon and the Puiseux characteristic to study complex analy...
The Newton polygon of the implicit equation of a rational plane curve is explicitly determined by th...
In this paper, we study polar quotients and Łojasiewicz exponents of plane curve singularities, whic...
We describe the polarised Hodge structure on the symmetric powers of a smooth projective curve