I am a postdoc in the Discrete Differential Geometry Lab at the University of Goettingen.
Differential Geometry, surface theory, minimal and constant mean curvature surfaces.

Institute of Num. and Appl. Mathematics University of Goettingen Lotzestr. 1618 37083 Goettingen, Germany 
Phone: +49 (0)551 3912464 eMail: j.lastname (at) math.unigoettingen.de 

Constant mean curvature knoids in homogeneous manifolds Julia Plehnert. arXiv:1306.0219 [math.DG], 2013. Abstract: For each k>1, we construct two families of surfaces in Sigma(kappa)xR with constant mean curvature H for H in [0,1/2], where kappa+4H^2 is nonpositive. The surfaces are invariant under 2 pi/krotations about a vertical fiber of Sigma(kappa)xR, have genus zero, and a finite number of ends. [pdf] 

Surfaces with constant mean curvature 1/2 and genus one in H2xR Julia Plehnert. arXiv:1212.2796 [math.DG], 2012. Abstract: We construct new constant mean curvature surfaces in H2xR. They arise as sister surfaces of Plateau solutions. It is a family of MC 1/2 surfaces with k ends, genus 1 and kfold dihedral symmetry, k greater 2. [pdf] 

Constant mean curvature surfaces in homogeneous manifolds, Julia Plehnert, Dissertation, Technische Universität Darmstadt, 2012. 