AbstractWe introduce an upper semi-continuous function that stratifies the highest multiplicity locus of a hypersurface in arbitrary characteristic. The blow-up along the maximum stratum defined by this function leads to a form of simplification of the singularities, known as the reduction to the monomial case
In a preceding paper, the classification of 1-semiquasihomogeneous singularities of hypersurfaces in...
International audienceThe purpose of this article and of "Resolution of singularities of threefolds ...
In the preceding paper [7], the classification of 1-semiquasihomogeneous singularities of hypersurfa...
AbstractWe introduce an upper semi-continuous function that stratifies the highest multiplicity locu...
AbstractWe present results on multiplicity theory. Differential operators on smooth schemes play a c...
The objective of this paper is to discuss invariants of singularities of algebraic schemes over fie...
We present applications of elimination theory to the study of singularities over arbitrary fields. A...
Assume that, in the near future, someone can prove resolution of singularities in arbitrary characte...
AbstractWe give the description of an algorithm for the resolution of singularities, in the case of ...
: In the preceding paper [7], the classification of 1-semiquasihomogeneous singularities of hypersur...
This dissertation is intended to give a systematic treatment of hypersurface singularities in arbitr...
AbstractWe give the description of an algorithm for the resolution of singularities, in the case of ...
It is known that the equimultiple locus of a hypersurface is hyperplanar (a) in characteristic zero;...
In these notes, we study properties of the multiplicity at points of avariety X over a perfect field...
In a preceding paper, the classification of 1-semiquasihomogeneous singularities of hypersurfaces in...
In a preceding paper, the classification of 1-semiquasihomogeneous singularities of hypersurfaces in...
International audienceThe purpose of this article and of "Resolution of singularities of threefolds ...
In the preceding paper [7], the classification of 1-semiquasihomogeneous singularities of hypersurfa...
AbstractWe introduce an upper semi-continuous function that stratifies the highest multiplicity locu...
AbstractWe present results on multiplicity theory. Differential operators on smooth schemes play a c...
The objective of this paper is to discuss invariants of singularities of algebraic schemes over fie...
We present applications of elimination theory to the study of singularities over arbitrary fields. A...
Assume that, in the near future, someone can prove resolution of singularities in arbitrary characte...
AbstractWe give the description of an algorithm for the resolution of singularities, in the case of ...
: In the preceding paper [7], the classification of 1-semiquasihomogeneous singularities of hypersur...
This dissertation is intended to give a systematic treatment of hypersurface singularities in arbitr...
AbstractWe give the description of an algorithm for the resolution of singularities, in the case of ...
It is known that the equimultiple locus of a hypersurface is hyperplanar (a) in characteristic zero;...
In these notes, we study properties of the multiplicity at points of avariety X over a perfect field...
In a preceding paper, the classification of 1-semiquasihomogeneous singularities of hypersurfaces in...
In a preceding paper, the classification of 1-semiquasihomogeneous singularities of hypersurfaces in...
International audienceThe purpose of this article and of "Resolution of singularities of threefolds ...
In the preceding paper [7], the classification of 1-semiquasihomogeneous singularities of hypersurfa...
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