Sentence examples for more common orders from inspiring English sources

In a recently published book, Eugene Koonin [ 61] explains that purifying (negative) selection, in some phases of evolution, is more common (orders of magnitude more common) than positive selection.

We assume that given sufficient source material, the more common ordering in-text will be the 'correct' (applicable) one.

The more common higher-order spectra are the bi-spectrum and the tri-spectrum.

"Now house hunters can use our maps to see flood zones and understand where earthquakes are more common in order to make informed decisions about where to move".

But it usually does prevent flu, and complications of the flu itself are more common by literal orders of magnitude.

The null hypothesis was rejected, indicating that AIV is more common in some orders than in others (Kruskal-Wallis KW = 124, df = 10, p < 0.0001).

Appearances of the more common planktonic graptolites (order Graptoloidea) have been used as informal indicators of the Cambrian-Ordovician boundary; the formal boundary stratotype coincides with the first appearance of Iapetognathus fluctivagus, a conodont (primitive chordate with tooth-shaped fossil remains).

Ford people also say they will be using more common parts in order to cut costs.

Since CT angiography has become a first line tool for the evaluation of intracranial vasculature mapping, the radiologists should be aware of these relatively rare and other more common variants in order to help neurointerventionists or explain uncommon and unexpected clinical findings.

The current analysis indicates that research activity on these disorders would have to occur at a rate well in excess of that predicted by extrapolation from more common disorders, in order to have a critical mass of publications and build research capacity.

The second-order model represents the hypothesis that the multiple seemingly distinct individual competency items, as described on an assessment form can be accounted for by one or more common underlying higher order constructs or domains.