sklearn-lmer 0.0.5

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sklearnlmer 0.0.5

sklearn-lmer - Scikit-learn estimator wrappers for pymer4 wrapped LME4 mixed effects models
sklearn-lmer is a simple package to wrap the convienience
of pymer4’s lme4 wrapping in a mostly sklearn compatible regressor class.
Refer to the documentation for examples and api.

Linear mixed effects regressions
Linear mixed effects regressions are great, but if you’re here,
you probably already agree. You can find more infomration about
them elsewhere, the links lme4 aren’t a bad place to start.


Installation
Mixing r and python used to be a bit more fraught, but rpy2 and conda
seem to be working together better these days.
To install first get a conda environment with the dependencies:
>>> conda create -n sklmer -c conda-forge numpy scipy rpy2 r-lme4 r-lmertest r-lsmeans tzlocal
Then pip install sklearn-lmer:
>>> pip install sklearn-lmer


Usage
It can be imported as:
>>> from sklmer import LmerRegressor
Now the mostly part of that compatiblity is that init does have two required paramters:
a formula and the names of the columns holding independent variables and grouping variables
(I’ve called this parameter X_cols even though it is more than just X). When I use this I’ve got my data in a dataframe and just pass dataframe.columns with X_cols like so
>>> df = pd.read_csv(os.path.join(get_resource_path(),'sample_data.csv'))
>>> lreg = LmerRegressor('DV ~ IV2 + (IV2|Group)', X_cols=df.columns)
If you want the best compatibility with sklearn it probably makes sense to split
out the dataframe into X, y, and group variables, though since you’ve defined a formula
it’s ok if the y and group columns are in X
>>> X = df.values
>>> y = df.DV.values
>>> groups = df.Group.values
Once you’ve done that, it seems to work fine with other sklearn tools, like cross_val_score
>>> logo = LeaveOneGroupOut()
>>> cross_val_score(lreg, X=X, y=y, cv=logo.split(X, groups=groups), scoring='neg_mean_squared_error')

License

For personal and professional use. You cannot resell or redistribute these repositories in their original state.

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