Sentence examples for minus the regression from inspiring English sources
AASI is defined as 1 minus the regression slope of DBP plotted against SBP obtained from individual 24-h blood pressure (BP) recordings.
AASI was calculated as 1 minus the regression slope diastolic blood pressure values plotted against systolic pressures obtained from individual twenty-four-hour monitoring [ 15].
Ambulatory arterial stiffness index (AASI) was computed from 24-h recordings of each participant as 1 minus the regression slope of DBP on SBP [ 9].
AASI was calculated as 1 minus the regression slope of diastolic blood pressure (DBP) plotted against systolic blood pressure (SBP) obtained through individual 24-hour blood pressure monitoring [ 19].
When c = 1 and (I(o i (j -1) = 1), I(o i (j -1) = 2)) = (0, 1), we then have the conditional probability equal to one minus the regression probability, thus, (6 -(β p 1 + τ 2 p ) = log odds ratio of the disease regression for every one unit increase in x ijp.
The ambulatory arterial stiffness index (AASI) is a novel index, which is defined as 1 minus the regression slope of the diastolic and systolic blood pressure values in individual subjects being determined from non-invasive 24-hour ambulatory blood pressure recordings [ 15].
Both AASI and HASI were defined as one minus the respective regression slope of DBP on SBP.
Aerobic fitness (VO2max) was predicted as oxygen uptake at estimated maximal HR (220 minus age) by extrapolation of the regression line established during the individual calibration for the relationship between oxygen consumption and HR during a submaximal graded treadmill exercise test.
The outcome of SDA is expressed by the fractal dimension of a time series, which is given as 1 minus the slope of the regression line.
Because of the log transformed dependent variable in the regression analyses, the exponent of the beta minus 1 represents the % of change in MVPA between mental health categories.
Gain of citrate calculated as citrate input minus citrate removal (effluent flow × Cf) where the regression equation replaces Cf was 29.4 ± 7.2 mmol/hour.
