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Additionally, we use changes in fractal complexity and shoot distribution of branch structures as an alternate indicator of stress.
The heterogeneity in the distribution of branch points can make the weight-average molecular weight larger or smaller compared with the homogeneously branched polymers, depending on the branching density distribution even at the same average branching density level.
The empirical distribution of branch lengths across all genes for a particular branch tends to be significantly skewed.
This proof cannot apply to BI, because likelihoods are integrated over a distribution of branch lengths, the vast majority of which are wrong.
Even if we could somehow know the "true distribution" of branch lengths on the universe of all phylogenies that is, if the idealized circumstances of Bayesian simulations could be made real our results show that BI would be systematically biased whenever some branches are arranged in Felsenstein-zone patterns, leading to an increased rate of topological error overall.
The variation in taxonomic distinctness (Λ+ or VarTD) is the variation in branch lengths among all pairs of species (it is not the variance of AvTD among samples), and is a measure of the irregularities and divergences in the distribution of branch lengths within a sample.
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It is found that LLDPE contains a broad distribution of branching densities whereas the VLDPEs contain a narrow distribution, though with shorter average lengths between branches.
The distribution of branches and foliage influences the amount of light intercepted by the foliage (Whitehead et al. 1990), and consequently tree growth.
By increasing the temperature to 60 °C at 12 bar of ethylene, the system 6/B(C6F5)3 increased its catalytic activity to 487 Kg product (mol Ni−1) h−1, but produced a significant decrease in the molecular weight of the polymer (1.8 Kg/mol) and a broad distribution of branches.
Three important aspects of tree architecture are prevailing branch angles, diameter distribution of branches and leaf density.
A small bias in the direction of transport had a major impact on the distribution of branches Figure 3).
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