Theses

Notation

diploma:
master:
phd:

Theses

2011

diploma pv11 Paul Voigt.
Curves and limit points of discrete homoclinic orbits
master jb11 Janning Barembruch.
Numerical analysis of Hopf Bifurcations

2010

diploma sd10 Simon Dieckmann.
Exponential integrators
diploma sc10 Sebastian Schmitz.
Solitary waves in infinite cylindrical domains
phd jk10 Jens Kemper.
Computation of invariant measures with dimension reduction methods
phd jr210 Jens Rottmann-Matthes.
Computation and stability of patterns in hyperbolic-parabolic systems

2009

phd se09 Sabrina Selle.
Decomposition and stability of multifronts and multipulses
diploma sh09 Stefanie Hittmeyer.
Continuation of periodic orbits in conservative and Hamiltonian systems
phd jr309 Janosch Rieger.
Shadowing and numerical analysis of set-valued dynamical systems
phd jp09 Joseph Paez.
Numerical analysis of dynamical systems with codimension two singularities
diploma do09 Denny Otten.
Attraktoren für Finite-Elemente-Diskretisierungen parabolischer Differentialgleichungen

2008

diploma og08 Oliver Gronau.
Einfrieren von raumzeitlichen Mustern in dreidimensionalen anregbaren Systemen mit Quaternionen

2007

master(edu) td07 Thomas Damberg.
Konvergenz des Newton-Verfahrens für Verzweigungsprobleme

2006

diploma se06 Sabrina Selle.
Approximation of relative equilibria on finite intervals
diploma ms06 Malte Samtenschnieder.
Periodic orbits of discrete non-autonomous dynamical systems and their stability
phd al06 Alexander Lust.
Eine hybride Methode zur Berechnung von Liapunow-Exponenten

2005

2003

phd th03 Thorsten Hüls.
Numerische Approximation nicht-hyperbolischer heterokliner Orbits

2001

phd tp01 Thorsten Pampel (Göke).
Numerical approximation of generalized connecting orbits

1999

phd ca99 Christian Alscher.
Equations of constrained motion: perturbation analysis and application to the hydrostatic skeleton

1998

phd jmk98 Jan-Martin Kleinkauf.
Numerische Analyse tangentialer homokliner Orbits

1997

phd wk97 Winfried Kleß.
Numerische Approximation lokal invarianter Mannigfaltigkeiten in großen dynamischen Systemen