We provide several metric universality results. For certain classes $\mathcal C$ of metric spaces we exhibit families $(M_i, d_i)_{i\in I}$ which have the property that a space $(X,d_X)$ in is coarsely, resp. Li

A computational multiscale method is proposed to simulate coupled, nonequilibrium thermomechanical processes. This multiscale framework couples together thermomechanical equations at the coarse scale with nonequilibrium molecular dynamics at the fine scale. The novel concept of distributed coarse scale thermostats enables subsets of fine scale atoms to be attached to different coarse scale node...