Sentence examples similar to a distribution possessing from inspiring English sources

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Non-trivial patterns in the time evolution of average quantities like crosslink densities, partly observed in prior studies [2 4], are naturally emerging from the model by computing marginals of the four-dimensional distribution possessing an interesting multimodal structure.

As already indicated by Fig. 1, the lognormal distribution possesses a skewness and kurtosis similar to a pTAS distribution with higher values of α.

Composites with more uniform particle distribution possess a superior fatigue resistance in fatigue limit.

Such nanotubes with a single vortex-type of magnetization distribution possess the unique property of emitting no stray fields in the remanent state, despite their elongated shape, and therefore represent perfect candidates for magnetoresistive random-access-memory devices and for biomedical applications such as targeted drug delivery.

The distribution possesses algebraic tails and a closed form pdf. Like the -stable family, the generalized- model contains the Gaussian and the Cauchy distributions as special cases, depending on the degrees of freedom parameter.

That's the power of complete and instantaneous distribution possessed by Facebook alone, and it's what made us declare all 3rd party IM apps on Facebook as "basically dead".

The arguments for proposing the vMF model are outlined in [13, 14], where it is shown that this distribution possesses excellent characteristics in describing the AoA of paths at the MS. In [14], a mixture of distributions is used in order to describe the scattering distribution function.

Panel B in Fig. 2 additionally shows that at grades 5 and 7, the characteristic effect line diverts from the zero horizontal line along the test score distribution (i.e. the effect is more negative), suggesting that female students at the higher end of the distribution possess more of the characteristics associated with higher numeracy scores.

The next characterization theorem gives the joint survival function of bivariate continuous distributions possessing LS-BLMP.

Without some simplifying assumptions on B(x 1,x 2 t) the class of bivariate distributions possessing S-BLMP is too cumbersome to be of use.

Thus, one can find many examples of bivariate continuous distributions possessing B L M P 1 and B L M P 2 represented by (1) and (4), respectively, as well as those exhibiting positive or negative quadrant dependence that belong to the class (mathcal {L}(mathbf {x};mathbf {a})) specified by (6).

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