Topological Contact Dynamics III: Uniqueness of the Topological Hamiltonian and C0-Rigidity of the Geodesic Flow, Stefan Müller, Peter Spaeth
Stefan Müller

Topological Contact Dynamics III: Uniqueness of the Topological Hamiltonian and C0-Rigidity of the Geodesic Flow, Stefan Müller, Peter Spaeth
Department of Mathematical Sciences Faculty Publications

Topological Contact Dynamics I: Symplectization and Applications of the Energy- Capacity Inequality, Stefan Müller, Peter Spaeth
Stefan Müller

Gromov's Alternative, Eliashberg's Shape Invariant, and C0-Rigidity of Contact Diffeomorphisms, Stefan Müller, Peter Spaeth
Stefan Müller

Topological Contact Dynamics II: Topological Automorphisms, Contact Homeomorphisms, and Non-Smooth Contact Dynamical Systems, Stefan Müller, Peter Spaeth
Stefan Müller

Helicity of Vector Fields Preserving a Regular Contact Form and Topologically Conjugate Smooth Dynamical Systems, Stefan Müller, Peter Spaeth
Stefan Müller

On Properly Essential Classical Conformal Diffeomorphism Groups, Stefan Müller, Peter Spaeth
Stefan Müller