Comments (1)
There seems to be 2 ways:
-
Parametric estimators (e.g. Maximum Likelihood Estimation (MLE))
Sample: https://www.statsmodels.org/devel/dev/generated/statsmodels.base.model.GenericLikelihoodModel.html
Pros: If correct prob. distribution is chosen, estimate has minimum error (see Cramér–Rao lower bound).
Cons: You have to guess the "correct" prob. distribution. If incorrect prob. distribution is chosen, very inaccurate. -
Non-parametric estimators (e.g. Kernel Density Estination (KDE))
Sample: https://github.com/tommyod/KDEpy
Pros: You don't have to guess the "correct" prob. distribution.
Cons: Less interpretable than MLE. May need more sample size than MLE.
I need to study this more. Closing this for now.
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Related Issues (13)
- Implement check() function in HSMM class HOT 1
- Pre-allocating instead of resizing ndarray + More HOT 1
- Left-censoring HOT 2
- no safe multi-process/threads HOT 3
- About the Left censoring method HOT 2
- Sojourn time parametric modelisation HOT 2
- Using multiple sequences of observation HOT 7
- Trying to create HSMM with left-to-right assumption HOT 3
- Recomment code HOT 1
- Bug in score() function in HSMM HOT 1
- Multi-Dimensional Feature Space HOT 5
- What is the selection criteria of D in HSMM? HOT 4
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