@inproceedings{c0abd1bef5fe487884a391abd5626a01,
title = "Geometric Cauchy problems for spacelike and timelike CMC surfaces in R2,1",
abstract = "We discuss recent work of the author and collaborators on generalizations of Bj{\"o}rling{\textquoteright}s classical problem to the case of constant non-zero mean curvature surfaces in 2+1-dimensional spacetime. The aim is to give an overview, and to point out the similarities and differences between the two cases of timelike and spacelike surfaces. Applications to the construction of CMC surfaces with prescribed singularities are also described.",
author = "David Brander",
year = "2012",
language = "English",
series = "RIMS Kokyuroku",
publisher = "Kyoto University",
pages = "85--93",
booktitle = "Differential Geometry of Submanifolds",
note = "RIMS Symposium : Differential Geometry of Submanifolds ; Conference date: 27-06-2011 Through 29-06-2011",
}