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- \paragraph{Methods}
- \begin{longtable}{ll}
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- {\hyperref[EmpiricalCovariance.error_norm]{\code{error\_norm}}}(comp\_cov{[}, norm, scaling, squared{]})
- &
- Computes the Mean Squared Error between two covariance estimators.
- \\\hline
- {\hyperref[EmpiricalCovariance.fit]{\code{fit}}}(X)
- &
- Fits the Maximum Likelihood Estimator covariance model
- \\\hline
- {\hyperref[EmpiricalCovariance.get_params]{\code{get\_params}}}({[}deep{]})
- &
- Get parameters for the estimator
- \\\hline
- {\hyperref[EmpiricalCovariance.mahalanobis]{\code{mahalanobis}}}(observations)
- &
- Computes the mahalanobis distances of given observations.
- \\\hline
- {\hyperref[EmpiricalCovariance.score]{\code{score}}}(X\_test{[}, assume\_centered{]})
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- Computes the log-likelihood of a gaussian data set with \emph{self.covariance\_} as an estimator of its covariance matrix.
- \\\hline
- {\hyperref[EmpiricalCovariance.set_params]{\code{set\_params}}}(**params)
- &
- Set the parameters of the estimator.
- \\\hline
- \end{longtable}
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