most citedGeneral elements of an m-primary ideal on a normal surface singularity

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math.AG2004★ 1 cited

Fine polar invariants of minimal singularities of surface

Romain Bondil

We consider the polar curves $\PSO$ arising from generic projections of a germ of complex surface singularity onto $\C^2$. Taking to be a minimal singularity of nor…

math.AG2003★ 1 cited

General elements of an m-primary ideal on a normal surface singularity

Romain Bondil

In this paper, we show how to apply a theorem by Lê D.T. and the author about linear families of curves on normal surface singularities to get new results in this area. The main co…

math.AG2003

Discriminant of a generic projection of a minimal normal surface singularity

Romain Bondil

Let be a rational complex surface singularity with reduced fundamental cycle, also known as a {\em minimal} singularity. Using a fundamental result by M. Spivakovsky, we ex…