We introduce, and numerically study, a system of N symplectically and globally coupled standard maps localized in a d=1 lattice array. The global coupling is modulated through a factor r<Superscript>-α</Superscript>, being r the distance between maps. Thus, interactions are long-range (nonintegrable) when 0≤α≤1,...</superscript>

Jaynesian statistical inference is used to predict that steady, non-uniform Couette flow in a simple liquid will generate a heat flux proportional to the gradient of the square of the strain-rate when the temperature gradient is negligible. The heat flux is divided into phonon and self-diffusion...

We consider a Susceptible-Infective-Recovered (<Emphasis Type="SmallCaps">SIR) model, where the mechanism for the renewal of susceptibles is demographic, on a ring with next nearest neighbour interactions, and a family of correlated pair approximations (<Emphasis Type="SmallCaps">CPA), parametrized by a measure of the relative contributions of...</emphasis></emphasis>