C^o-Characterization of Symplectic and Contact Embeddings and Lagrangian Rigidity, Stefan Müller
Stefan Müller

C^o-Characterization of Symplectic and Contact Embeddings and Lagrangian Rigidity, Stefan Müller
Department of Mathematical Sciences Faculty Publications

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

Uniform Approximation of Homeomorphisms by Diffeomorphisms, Stefan Müller
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

C0-Symplectic Topology and Dynamical Systems, Stefan Müller
Stefan Müller

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

Topological Hamiltonian and Contact Dynamics, Stefan Müller
Stefan Müller

Topological Hamiltonian and Contact Dynamics, Stefan Müller
Stefan Müller

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

Topological Character of Smooth Invariants and Topologically Conjugate Smooth Dynamical Systems, Stefan Müller
Stefan Müller

Arbeitsgemeinschaft Mathematical Billiards, Stefan Müller
Stefan Müller

The Group of Hamiltonian Homeomorphisms in the L∞-Norm, Stefan Müller
Stefan Müller

The Group of Hamiltonian Homeomorphisms and C0-Symplectic Topology, Yong-Geun Oh, Stefan Müller
Stefan Müller