activity
19972003
most citedA natural construction for the real numbers

10 citations · 15 across the 3 of their papers we have counts for

collaborators

8 papers

math.GT20035 cited

TQFT computations and experiments

Norbert A'Campo

With the help of a new program, we do computations concerning the Witten-Reshetikhin-Turaev representations of mapping class groups. In particular we distinguish some mutant fibere…

math.GN200310 cited

A natural construction for the real numbers

Norbert A'Campo

A new construction of the real number system, that is built directly upon the additive group of integers and has its roots in the definition due to Henri Poincaré of the rotation n…

math.AG2003

Monodromy of real isolated singularities

Norbert A'Campo

For isolated complex hypersurface singularities with real defining equation we show the existence of a monodromy vector field such that complex conjugation intertwines the local mo…

math.AG2000

Quadratic vanishing cycles, reduction curves and reduction of the monodromy group of plane curve singularities

Norbert A'Campo

The geometric monodromy of a plane curve singularity is a quasi-finite diffeomorphism. In this paper we locate the reduction curves of the geometric monodromy and the quadratic van…

math.AG2000

A combinatorial property of generic immersions of curves

Norbert A'Campo

A divide is a relative generic immersion of a finite union of copies of the unit interval in the unit disk. A divide defines a classical link in the 3- sphere, which is a fibered l…

math.GT1999

Planar trees, slalom curves and hyperbolic knots

Norbert A'Campo

We deduce from a rooted tree in the disk a slalom divide and a slalom knot. A slalom knot is either the local link of a simple plane curve singularity of type A_2n, E_6, E_8 or a f…