This article reviews our present knowledge of universality classes in nonequilibrium systems
defined on regular lattices. The first section presents the most important critical exponents …

Methicillin resistant Staphylococcus aureus strains pose a serious treatment problem
because of their multi-drug resistance (MDR). In staphylococcal strains, resistance to …

Over the past two decades percolation theory has been used to explain and model a wide
variety of phenomena that are of industrial and scientific importance. Examples include …

Diffusion in disordered systems does not follow the classical laws which describe transport
in ordered crystalline media, and this leads to many anomalous physical properties. Since …

Two distinct but interconnected approaches can be used to model diffusion in fluids; the first
focuses on dynamics of an individual particle, while the second deals with collective …

We propose a new experimental set up to characterize mixing and reactive transport in
porous media with a high spatial resolution at the pore scale. The analogous porous …

We study the growth of a surface through deterministic local rules. A scaling theory for the
generalized deterministic Kardar-Parisi-Zhang equation∂ th= D Δh+ λ‖∇ h‖ β, with β≥ 1 …

Conventional equations for enzyme kinetics are based on mass-action laws, that may fail in
low-dimensional and disordered media such as biological membranes. We present Monte …

The techniques of quantum field theory on a lattice are used to examine the diffusion and
reaction processes of particles in a solid, such as vacancies or interstitials, or chemical …

The kinetics of end crosslinking a linear polymer melt and the dynamics of the resulting
network is studied using molecular dynamics (MD) simulations. Starting from equilibrated …