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Data were fitted to a dose response curve using standard nonlinear regression, adapting a Hill equation with Grafit software (Erithacus Software, Ltd., Horley, UK) to obtain 50% inhibitory concentration (IC50) values.
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To estimate the parameters c and b 1, they firstly estimated SI for each plot using height measurements close to age 20, and then fitted the modified Bertalanffy-Richards equation using a standard nonlinear regression procedure.
With use of standard nonlinear regression (NLR), appropriately weighted [O]H2O TACs were fitted to the standard one-tissue compartment model (25) to obtain regional CBF values.
Allometric relationships were developed using standard least square regression models.
When the data are analyzed using standard curve analysis software (SigmaPlot) the nonlinear regression indicates a very good fit (R = 0.997).
The data were analysed using the MicroCal Origin software to determine Kdim using a standard nonlinear least-squares regression analysis [27].
The concentrations of anti-HAV were calculated in mIU/mL in reference to W1041 anti-HAV immunoglobulin (CLB) using a nonlinear regression standard curve.
Absorbance was measured at 450 nm and the amount of activated cPLA2 present calculated by reference to a standard curve, using nonlinear regression.
Absorbance was measured at 450 nm and the amounts of activated cPLA2 were calculated from a standard curve using nonlinear regression.
A standard curve was established using a nonlinear regression curve (R2>0.95) with seven standard concentrations; the range of detection was 0.0001 10.0 µg/mL.
The data was analyzed by curve fitting to a one-site binding model using a nonlinear regression.
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