M. Ville

activity

20072025

most citedMilnor numbers for 2-surfaces in 4-manifolds

3 citations · 6 across the 15 of their papers we have counts for

collaborators

Showing 2015Show all

2 papers · 1 filter

math.GT2015

Lissajous and Fourier Knots

Marc Soret, Marina Ville

We prove that any knot of $R^{3}$ is isotopic to a Fourier knot of type $(1, 1, 2)$ obtained by deformation of a Lissajous knot.

math.DG2015

Desingularization of branch points of minimal surfaces in $R^{4}$ (II)

Marina Ville

We desingularize a branch point $p$ of a minimal disk $F_{0} (D)$ in $R^{4}$ through immersions $F_{t}$ 's which have only transverse double points and are branched cover…

Lissajous and Fourier Knots

Desingularization of branch points of minimal surfaces in R4 (II)

Desingularization of branch points of minimal surfaces in $R^{4}$ (II)