Sentence examples for measure the portion from inspiring English sources

Manders' M1 and M2 coefficients measure the portion of the pixels in each channel (here red and green) that coincides with a signal in the other channel.

Specifically, HpaII+ EcoRI digestion provided a quantitative way to measure the portion of unmethylated (fraction a), partially methylated (fraction b), and fully methylated rRNA gene repeats (fraction c).

Kendall's tau coefficient will be used to measure the portion of ranks that match between patient-rated and oncologist-rated PS.

We measure the portion of chain and domain tasks, and the results in the case of pfTools are presented in Table 4. Times for their postprocessing tasks as well as VM launch times are also reported.

First, a small chromogenic lactose, pNP-lac, was used in a straightforward stopped assay to assess the activity of TrCel7A [ 15]. pNP-lac activity has been used by Jalak and Välijamäe [ 16] to measure the portion of TrCel7A that has a free, unoccupied active site.

All containers list portion sizes, so, you can actually measure the portions to get an idea of their true size.

Make sure to measure the portions that you feed your horse to make sure that you are giving her the correct amount.[7].

A similar conclusion emerges from measuring the portion of newsletters that are improving their investment returns through market timing and fund selection.

A timescale, tQ, measuring the portion of the time course over which the progress curve exhibits substantial curvature provides a novel criterion for accurate estimation of KM and V from a progress curve experiment.

This component measures the portion of the wage gap due to differences between the observed attributes of immigrants and those of Canadian born workers, evaluated with the coefficients of the latter.

In statistical mechanics, it demonstrates the measure of the spatial extent of random motion measuring the portion of the system "explored" by the random walker, and is defined as mathrm{Mean} mathrm{square} mathrm{displacement} = <{left x-{x}_0right)}^2 > =kern0.5em frac{1}{T}{displaystyle {sum}_{t=1}^T{left(x(t)-{x}_0right)}^2} (3).