On a class of discrete generation interacting particle systems.
On classical solutions of the relativistic Vlasov-Klein-Gordon system.
On global smooth solutions to the 3D Vlasov–Nordström system
On the core property of the cylinder functions class in the construction of interacting particle systems
For general interacting particle systems in the sense of Liggett, it is proven that the class of cylinder functions forms a core for the associated Markov generator. It is argued that this result cannot be concluded by straightforwardly generalizing the standard proof technique that is applied when constructing interacting particle systems from their Markov pregenerators.
Ordered dissipative structures in exciton systems in semiconductor quantum wells.
Orthogonal polynomial ensembles in probability theory.