Algorithms
Lasso
The Lasso algorithm uses the scikit-learn Lasso estimator to fit a model to predict the value of numeric fields. Lasso is like LinearRegression, but it uses L1 regularization to learn a linear models with fewer coefficients and smaller c…
The Lasso algorithm uses the scikit-learn Lasso estimator to fit a model to predict the value of numeric fields. Lasso is like LinearRegression, but it uses L1 regularization to learn a linear models with fewer coefficients and smaller coefficients. Lasso models are consequently more robust to noise and resilient against overfitting. The kfold cross-validation command can be used with Lasso. See, K-fold_cross-validation.
For descriptions of the alpha, fit_intercept, and normalize parameters, see the scikit-learn documentation at http://scikit-learn.org/stable/modules/generated/sklearn.linear_model.Lasso.html.
Parameters
- The
alphaparameter controls the degree of L1 regularization. - The
fit_interceptparameter specifies whether the model should include an implicit intercept term. The default value is True.
Syntax
fit Lasso <field_to_predict> from <explanatory_fields>
[into <model name>] [alpha=<float>] [fit_intercept=<true|false>] [normalize=<true|false>]
You can save Lasso models using the into keyword and apply new data later using the apply command.
... | apply temperature_model
You can inspect the coefficients learned by Lasso with the summary command.
... | summary temperature_model
Example
The following example uses Lasso on a test set.
... | fit Lasso temperature from date_month date_hour | ...
Local availability Permalink to this section
- Local class:
Lasso - Source file:
Splunk_ML_Toolkit/bin/algos/Lasso.py(in-repo pathSplunk_ML_Toolkit/bin/algos/Lasso.py) - algos.conf stanza:
[Lasso] - Class bases:
RegressorMixin,BaseAlgo
Source Permalink to this section
Adapted from the Splunk AI Toolkit 5.6.4 documentation at /en/splunk-cloud-platform/apply-machine-learning/use-ai-toolkit/5.6.4/algorithms-and-scoring-metrics-in-the-ai-toolkit/algorithms-in-the-ai-toolkit (section: regressor).