Upper bounds of this bias are presently estimated in terms of a bound on the error in the corresponding innovations process. This bound is shown to converge to zero with increasing the order of the AR model or for the correct order if this order is finite. The above upper bound is thus ...
measurement error [65]. Previous literature reviews have presented limited, if any, information on the reliability of the biomechanical robotic metrics. Murphy and Häger [66], Wang et al. [56], and Shishov et al. [67] reviewed reliability, but omitted some important aspects of intra-class...
Admitted participants had a high level of general disability and were each wheelchair-bound, as described by an EDSS 7.0-8.5[24]. They all gave written informed consent. Apparatus The Armeo Spring (http://www.hocoma.com/en/products/armeo/armeo-spring/; see also Figure 1), a commercially ...
We computed the amount of water that would be strongly bound to soil particles (that is, interfacial water) using the Langmuir’s absorption model, and a specific surface area of soil particles of 20 m2 g−1, as measured in Beacon Valley (...
The dissipation rate of TKE is measured by the shear probes, in the dissipation range of the turbulence spectrum, in the frequency range unaffected by wave motion (see Sections 3.3 and 4.4). 2.2 Dissipation rate calculations Time series of dissipation rate is calculated using data from the ...
A New Upper Bound for the Largest Growth Rate of Linear Rayleigh--Taylor InstabilityChangsheng DouJialiang WangWeiwei Wang
This work is then compared with that of Taylor and of Bishop and Hill, who derived an upper bound for polycrystals deforming by slip. Their results are shown to be recovered when using the elementary arithmetic mean bound for the linear material. Moreover, it is shown that if one uses ...
Statistical analysis of the states shows some interesting structure of the rigidity parameter $\\Delta_3$ as a function of energy.R. F. SalzgeberV. MandelshtamCh. SchlierH. S. TaylorKowalski, E. and Michel, P.: Explicit upper bound for the rank of J0(q), pr´eprint de l'Universit...
Berkeley Electronic Press Selected WorksDavid D. SamLawrence Livermore Nationallaboratory
We investigate the effect of (interface) surface tensor on the linear Rayleigh–Taylor (RT) instability in stratified incompressible viscous fluids. The existence of linear RT instability solutions with largest growth rate Λ is proved under the instability condition (i.e., the surface tension ...