Abschlussarbeiten

Empfohlene Veranstaltungen:

Ergänzende Veranstaltungen in den Semestern vier bis sechs:

• Analysis III
• Funktionen­theorie
• Funktionalanalysis
• Lineare Algebra IIb

Master­absolventen wenden sich bitte direkt an Prof. Schmidt.

Das inverse Problem des eindimensionalen periodische Schrödingeroperators von Jörg Zentgraf

Deformation of constant mean curvature tori in a three sphere von Wjatscheslaw Kewlin

Constant mean curvature tori in the 3-hyperbolic space von Vania Neugebauer

Compact surfaces of constant mean curvature in the 3-sphere von Markus Knopf

Deformation of CMC surfaces in H3 von Matthias Leimeister

Constant mean curvature surfaces in hyperbolic 3-space with |H| < 1 von Viktor Bindewald

On complex fermi curves of two-dimensional periodic Schrodinger operators von Alexander Klauer

Constrained Willmore Hopf tori von Jörg Zentgraf

Algebro-geometric solutions of the cosh-Gordon equation   von Viktor Bindewald

Periodic solutions of the sinh-Gordon equation and integrable systems von Markus Knopf

Simply periodic solutions of the Sinh-Gordon equation and numerical computations of the spectral curve von Jan Max Milbradt

Solutions of the Sinh-Gordon Equation of Spectral Genus Two von Ricardo Peña Hoepner

A spectral theory for simply periodic solutions of the sinh-Gordon equation von Sebastian Klein

The direct and the inverse problem of finite type Fermi curves of two-dimensional double-periodic Schrödinger operators von Eva Lübcke

The Closure of Spectral Curves of Constant Mean Curvature Tori of Spectral Genus 2 von Benedikt Schmidt

The Period Lattice of Solutions of the sinh-Gordon Equation of Spectral Genus 2 von Marco Simnacher

On the isospectral problem of Fermi curves of two-dimensional doubly periodic Schrödinger operators von Tobias Simon

The Wente Family von Nicolas A. Hasse

A New Parametrization of the Solutions of the sinh-Gordon Equation of Spectral Genus Two von Benedikt Schmidt

A new parametrization of the spectral curves of the sinh-Gordon equation of spectral genus two von Nicolas Hasse