Deformations of CMC-1/2 entire graphs and annuli in
Sébastien Cartier Université Paris-Est Créteil Val-de-Marne
We study regular deformations of constant mean curvature (CMC) surfaces with vertical ends in using a suitable extension of the mean curvature operator at infinity. The two main results are the following :
- We show that the moduli space of CMC- entire graphs with vertical end can endowed with a strucutre of infinite dimensional smooth manifold based on
- We can deform CMC- rotational annuli so that the ends of the resulting annuli are still asymptotically rotational but no longer with the same axis.