Sommaire:

Exclusion processes are toy models playing an important role
in the understanding of out-of-equilibrium systems.
They are not only defined by dynamical rules, but also by the type
of update (sequential, parallel, etc) that is used.
The update must be properly chosen depending on the targeted application
(road traffic, intracellular transport, etc).

We will discuss a phenomenological approach of exclusion processes,
namely the domain wall theory, and present how it was originally defined
for sequential update, and how it can be adapted to a parallel
deterministic
update by taking into account some memory effect, or how
it can be extended to multi-lane situations.
To end with, we shall address some application of exclusion processes.

Pour plus d'informations, merci de contacter Pitard E.