The following pages link to Jürgen Vollmer (Q185700):
Displaying 19 items.
- Dynamical-system models of transport: chaos characteristics, the macroscopic limit, and irre\-versibility (Q595983) (← links)
- Fermi acceleration and its suppression in a time-dependent Lorentz gas (Q629024) (← links)
- Chaos, spatial extension, transport, and nonequilibrium thermodynamics (Q701637) (← links)
- Propagation effects of current and conductance noise in a model neuron with subthreshold oscillations (Q938704) (← links)
- Escape-rate formalism, decay to steady states, and divergences in the entropy-production rate (Q1850910) (← links)
- Entropy balance, multibaker maps, and the dynamics of the Lorentz gas (Q2709117) (← links)
- Unidirectionally Coupled Map Lattices with Nonlinear Coupling: Unbinding Transitions and Superlong Transients (Q2940713) (← links)
- Phase separation in binary fluid mixtures with continuously ramped temperature (Q3043689) (← links)
- The Topological Entropy for an Inclined Billiard in a Gravitational Field (Q4322957) (← links)
- Equivalence of Irreversible Entropy Production in Driven Systems: An Elementary Chaotic Map Approach (Q4492422) (← links)
- Entropy balance, time reversibility, and mass transport in dynamical systems (Q4515073) (← links)
- Caustics in turbulent aerosols: an excitable system approach (Q5039011) (← links)
- Equivalence of position–position auto-correlations in the Slicer Map and the Lévy–Lorentz gas (Q5376642) (← links)
- (Q5558527) (← links)
- Modeling thermostating, entropy currents, and cross effects by dynamical systems (Q5935843) (← links)
- Network representations of non-equilibrium steady states: Cycle decompositions, symmetries and dominant paths (Q6225337) (← links)
- Constraining safe and unsafe overshoots in saddle-node bifurcations (Q6517419) (← links)
- Nonlinear spectral analysis extracts harmonics from land-atmosphere fluxes (Q6738206) (← links)
- Universal hyper-scaling relations, power-law tails, and data analysis for strong anomalous diffusion (Q6760270) (← links)
