There is increasing experimental evidence that suggests the dynamics of glass forming liquids do not diverge at finite temperature above zero Kelvin, same time there has been recent progress in development non-diverging transition models. In this work we examine two models: elastically collective nonlinear Langevin equation theory (ECNLE) and shoving model, both which relate an energy barrier f...

Dynamic Bayesian networks (DBNs) are a powerful and exible methodology for representing and computing with probabilistic models of stochastic processes. In the past decade, there has been increasing interest in applying them to practical problems, and this thesis shows that they can be used eeectively in the eld of automatic speech recognition. A principle characteristic of dynamic Bayesian net...

this paper examines differences in performances of a range of torsionally stiff and flexible single story buildings designed with the provisions of iranian standard 2800. seismic nonlinear dynamic time history behavior of eight building models subjected to seven horizontal bi-directional design spectra compatible ground motions are investigated. these models cover a wide range of very torsional...