I'd like to understand how jitter separation affects PyBERT's extrapolation of the bathtub curves.
It stands to reason that separating the random jitter (i.e. - the only component assumed to follow a Gaussian distribution) would improve this extrapolation, but certain questions arise:
- By how much does jitter separation improve the accuracy of bathtub curve extrapolation?
- How does the Dual Dirac model of jitter play into this and is PyBERT modeling/implementing it correctly?
- How much model-to-model variation is there in the accuracy of bathtub curve extrapolation, all else remaining equal?
- How does the quality of jitter separation and faithfulness of Dual Dirac model implementation affect this model-to-model variation?
I'd like to understand how jitter separation affects PyBERT's extrapolation of the bathtub curves.
It stands to reason that separating the random jitter (i.e. - the only component assumed to follow a Gaussian distribution) would improve this extrapolation, but certain questions arise: