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For kinetic measurements which consider the modulation of gene expression (up/down regulation) and which result in less fluorescence recorded, especially when d2EGFP is used, the above mentioned constraints have to be more strictly inspected.
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These measurements -- which consider such things as class rank, standardized test scores, socioeconomic status and race -- are commonly used in higher education admissions. .
These include the short-term repeatabilities and long-term combined standard uncertainties of the measurements, the latter which consider analytical imprecision and potential biases arising from unavoidable variations in operating conditions.
The proposed probabilistic approach is verified and demonstrated using data obtained from numerical simulations, which consider both measurement noise and modeling error, and experimental data.
The predicted pool surface velocity and the liquid slug thickness are within 30% of the measurements, which is considered adequate given the large uncertainties in the experimental measurements.
ICC is >0.80 for all angle measurements, which is considered a good reliability.
ICC was more than 0.8 for all angle measurements, which is considered a good reliability (Table 2).
There was a small number of missing values (4 missing points in the ZDRS measurements) which were considered as missing completely at random (MCAR).
For each renal volume using the three techniques (2D, VOCAL 30° and VOCAL 12°) were performed three measurements which was considered the average of these for the statistical analysis.
American Diabetes Association (ADA) guidelines suggest regularly checking weight, lipids, and blood glucose in patients receiving these medications (25), although adherence to such screening has been limited, with only approximately one-quarter of patients having glucose and one-tenth lipid measurements, which Kim considered rather worrisome (26).
For instance, when the threshold is selected as 0.12, in random NLOS (30%) condition, for each BS, the false alarm probability is equal to (1 − 0.3) × 0.01 = 0.007, and the error probability which considers the measurement as LOS measurement in NLOS scenario can be calculated as 0.3 × (1 − 0.64) = 0.108.
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