We study in this article the large time asymptotic structural stability and structural evolution in the physical space for the solutions of the 2-D NavierStokes equations with the periodic boundary conditions. Both the Hamiltonian and block structural stabilities and structural evolutions are considered, and connections to the Lyapunov stability are also given.

The article proposes a new interpretation of the development tax havens in 19th and 20th centuries. Few historians have addressed this issue, long-term narratives over evolution remain unconvincing rely on several misconceptions anachronisms. The first examines supposed origins before First World War. It contradicts idea that modern history began during financial globalization Belle Epoque. ...

We report an experimental investigation of the drying of a deposited drop of whole blood. Flow motion, adhesion, gelation, and fracturation all occur during the evaporation of this complex matter, leading to a final typical pattern. Two distinct regimes of evaporation are highlighted: the first is driven by convection, diffusion, and gelation in a liquid phase, whereas the second, with a much s...

A new 3-D full-scale thermo-structural finite element model of two-stack FPGA with TSVs, which is developed from an experimentally validated single-stack FPGA model, is proposed. Typical 3-D distributions and evolutions of temperature and von Mises stress on both the active layers and TSVs are presented.

A survey of probabilistic approaches to quantum dynamical semigroups with unbounded generators is given. An emphasis is made upon recent advances in the structural theory of covariant Markovian master equations. As an example, a complete characterizations of the Galilean covariant irreversible quantum Markovian evolutions is given in terms of the corresponding quantum master and Langevin equati...