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As discussed in Section ' Peak models', the half-height width ω1/2 in retention time of a peak centered at retention time r can be described by an affine function ξ(r), Eq. (3), and ω1/2 can be converted to the corresponding number of data points (window width).
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Methods for multiple informant data also can be applied when exposure information is obtained for the same individual at different time points (windows) by treating the exposure windows as informants.
If formulation has a very narrow end point window or potential stability issue due to moisture exposure, selection of a process using fluid-bed granulation may be of benefit.
For an optic lobe's power-index, we calculated the power spectra of its LFP using 1,000 point window, moved in 100 or 200-point steps (Figs. 9B and 9A, respectively).
A 20 point window was incrementally moved across the 500 ms data epoch.
The isotherms were smoothed (Savitzky Golay method, 50-point window), differentiated, and then fit to multiple Gaussian peaks.
Then the variance was calculated over a total of 512 points (22.75 h) within a 150 point window and a 1 point sliding step, and plotted against time.
It has also confirmed that viral load is very stable during the set-point window, suggesting that viral load itself is a good predictor of CD4+ progression.
Each zero was found and replaced with a 256-point window (50% on either side of the zero) and was replaced with the mean value.
In fact, B is so short-lived for MutS-E41A GT MutS-E41A GTat it is not efficomplexesethated by our edge detectitn algorishm, which uses a five-poinotwindow.
Figure S3, shows the distribution of all individual viral load measurements throughout the set-point window, stratified by SPVL and CD4+ cell count.
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