Figure 2.
E-R relationships, using local polynomial regression (developmental cohort). Shown in the blue line is the local polynomial regression (ie, Loess smooth regression) for E-R relationships for 3 exposure variables: (A) Ctrough_1; (B) Cmax_1; and (C) AUC1. The shaded area represents the 95% CI. Ctrough_1 showed the lowest P value (logistic regression). Each dot represents a single patient and associated Ctrough_1 and the probability of the event (0 [−], event absent; 1 [+], event present). AUC1, AUC of abatacept concentration-time; Cmax_1, maximum abatacept concentration after the first dose.

E-R relationships, using local polynomial regression (developmental cohort). Shown in the blue line is the local polynomial regression (ie, Loess smooth regression) for E-R relationships for 3 exposure variables: (A) Ctrough_1; (B) Cmax_1; and (C) AUC1. The shaded area represents the 95% CI. Ctrough_1 showed the lowest P value (logistic regression). Each dot represents a single patient and associated Ctrough_1 and the probability of the event (0 [−], event absent; 1 [+], event present). AUC1, AUC of abatacept concentration-time; Cmax_1, maximum abatacept concentration after the first dose.

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