Sentence examples for root of divergence from inspiring English sources

The HKT1 3 gene is at the root of divergence as it was most closely related to the sorghum HKT gene.

However, when corrected for the root age of divergence for each species analyzed, we see that primary sequences and secondary structures exhibit similar rates of divergence.

Although in trees of life obtained from rRNAs or concatenated proteins and rooted between Bacteria and Archaea-Eukaryota Aquificales are found very close to the root of Bacteria, the divergence between Aquifex and Sulfurihydrogenibium should not be more ancient than the divergence of epsilon-Proteobacteria from other Proteobacteria.

This neuropeptide family could thus constitute a promising model to investigate the evolutionary forces at the root of the functional divergence of duplicated genes.

The Jensen Shannon distance is the square root of the Jensen Shannon divergence, which is defined in terms of the Shannon entropy function of the probability distributions (see Lin, 1991).

The square root of the Jensen-Shannon divergence quantifies the difference between two probability distribution functions (PDFs) and it is a metric (we refer the reader to the Methods section for a mathematical definition and a discussion of its properties).

We used the age of the root (Metatheria/Eutheria divergence) and the separation of Laurasiatheria and Euarchontoglires as calibration information in the analysis.

We have used the square root of the Jensen-Shannon divergence of a pair of samples (a pair of gene expression profiles) as our measure of "dissimilarity" between them.

This step is followed by the computation of the square root of the Jensen-Shannon divergence [11] of the gene expression profile of each sample with the average profiles of the classes "Control" and "Severe AD".

Finally, we perform a correlation analysis of each gene expression profile (now across all samples) with the results of the square root of the Jensen-Shannon divergence (we do it twice, one for the "Control" and the other for the "Severe AD" case).

A normally distributed prior with a mean of 39.996 Ma and a standard deviation of 11.492 Ma [ 38] was used to constrain the root of the Soldanella/ Androsace divergence to be within the interval 21.09 58.90 Ma with 95%% probability.