Prof Dr Christoph Bohle
Dr Lynn Heller
PD Dr Sebastian Heller
Dr Nicholas Schmitt


Doktoranden
Benedetto Manca
Jonas Ziefle



Diplom/Master Studenten
Max Heydel
Lisa Hilken
Markus Holstein
Daniel Katona
Matthias Nowara
Ulf Wagner



Sekretärin
Elke Nerz



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Tetranoid

Constant mean curvature surface with tetrahedral symmetry

Platonoids

Icosahedrally symmetric genus-zero n-noids with nodoidal and unduloidal ends

Twisted Pseudospheres

Dini surfaces in the associate family of the pseudosphere

Equivariant Torus

Five-lobed torus of revolution in the three-sphere with constant mean curvature

Wente Torus

Compact constant mean curvature surface which is not a sphere

Breathers

Nonlinear wave solitons on pseudospheres

Sprung Noid

Sixnoid with one nodoidal and five unduloidal ends

Singly Periodic

Periodic surfaces of constant curvature: twizzler, breather, unduloid, nodoid

Twizzled Torus

Equivariant CMC torus in the three-sphere with helical symmetry

Smyth Sequence

Family of Smyth surfaces with three legs and intrinsic rotational symmetry

Noids

Four platonically symmetric CMC n-noids contemplating the CMC sphere

Twizzler

Delaunay associate with screw-motion symmetry