Get PoC (probability of clipping) for single instance PoC is estimated from logit(PoC)=a0 + a1*f + a2*1[obs==1] This seems inverted from the PoP defintion from Will Kleiber's code, which reads to me like it should be 1-PoP
1 |
FCST |
single forecast |
A0 |
intercept of logistic regression of PoC |
A1 |
slope of logistic regression of PoC |
A2 |
coefficient of clipped forecast indicator [FCST==1] in logistic regression of PoC |
OBS |
single observation |
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