| as_dist.mle_fit | Convert an MLE to a distribution object. |
| as_dist.mle_fit_boot | Convert a bootstrap MLE to an empirical distribution. |
| bias | Generic method for computing the bias of an estimator object. |
| bias.mle_fit | Computes the bias of an 'mle_fit' object assuming the large sample approximation is valid and the MLE regularity conditions are satisfied. In this case, the bias is zero (or zero vector). |
| bias.mle_fit_boot | Computes the estimate of the bias of a 'mle_fit_boot' object. |
| cdf.mle_fit | CDF of the asymptotic distribution of an MLE. |
| coef.mle_fit | Extract coefficients from an 'mle_fit' object. |
| combine | Combine independent MLEs for the same parameter. |
| combine.list | Combine independent MLEs for the same parameter. |
| combine.mle_fit | Combine independent MLEs for the same parameter. |
| conditional.mle_fit | Conditional distribution from an MLE. |
| confint.mle_fit | Function to compute the confidence intervals of 'mle_fit' objects. |
| confint.mle_fit_boot | Method for obtained the confidence interval of an 'mle_fit_boot' object. Note: This impelements the 'vcov' method defined in 'stats'. |
| confint_from_sigma | Function to compute the confidence intervals from a variance-covariance matrix |
| density.mle_fit | PDF of the asymptotic distribution of an MLE. |
| density.mle_fit_boot | PDF of the empirical distribution of bootstrap replicates. |
| dim.mle_fit | Dimension (number of parameters) of an MLE. |
| dim.mle_fit_boot | Dimension (number of parameters) of a bootstrap MLE. |
| expectation.mle_fit | Expectation operator applied to 'x' of type 'mle_fit' with respect to a function 'g'. That is, 'E(g(x))'. |
| inv_cdf.mle_fit | Quantile function of the asymptotic distribution of an MLE. |
| is_mle | Determine if an object 'x' is an 'mle_fit' object. |
| is_mle_boot | Determine if an object is an 'mle_fit_boot' object. |
| joint | Compose independent MLEs into a joint MLE. |
| joint.mle_fit | Compose independent MLEs into a joint MLE. |
| logLik.mle_fit | Log-likelihood of an 'mle_fit' object. |
| marginal.mle_fit | Method for obtaining the marginal distribution of an MLE that is based on asymptotic assumptions: |
| mean.mle_fit | Mean of the asymptotic distribution of an MLE. |
| mean.mle_fit_boot | Mean of bootstrap replicates. |
| mle | Constructor for making 'mle_fit' objects, which provides a common interface for maximum likelihood estimators. |
| mle_boot | Bootstrapped MLE |
| mle_numerical | This function takes the output of 'optim', 'newton_raphson', or 'sim_anneal' and turns it into an 'mle_fit_numerical' (subclass of 'mle_fit') object. |
| mse | Generic method for computing the mean squared error (MSE) of an estimator, 'mse(x) = E[(x-mu)^2]' where 'mu' is the true parameter value. |
| mse.mle_fit | Computes the MSE of an 'mle_fit' object. |
| mse.mle_fit_boot | Computes the estimate of the MSE of a 'boot' object. |
| nobs.mle_fit | Method for obtaining the number of observations in the sample used by an 'mle_fit'. |
| nobs.mle_fit_boot | Method for obtaining the number of observations in the sample used by an 'mle_fit_boot'. |
| nparams.mle_fit | Method for obtaining the number of parameters of an 'mle_fit' object. |
| nparams.mle_fit_boot | Method for obtaining the number of parameters of an 'boot' object. |
| obs.mle_fit | Method for obtaining the observations used by the 'mle_fit' object 'x'. |
| obs.mle_fit_boot | Method for obtaining the observations used by the 'mle_fit_boot'. |
| observed_fim | Generic method for computing the observed FIM of an 'mle_fit' object. |
| observed_fim.mle_fit | Function for obtaining the observed FIM of an 'mle_fit' object. |
| orthogonal | Generic method for determining the orthogonal parameters of an estimator. |
| orthogonal.mle_fit | Method for determining the orthogonal components of an 'mle_fit' object 'x'. |
| params.mle_fit | Method for obtaining the parameters of an 'mle_fit' object. |
| params.mle_fit_boot | Method for obtaining the parameters of an 'boot' object. |
| pred | Generic method for computing the predictive confidence interval given an estimator object 'x'. |
| pred.mle_fit | Estimate of predictive interval of 'T|data' using Monte Carlo integration. |
| print.mle_fit | Print method for 'mle_fit' objects. |
| print.summary_mle_fit | Function for printing a 'summary' object for an 'mle_fit' object. |
| rmap.mle_fit | Computes the distribution of 'g(x)' where 'x' is an 'mle_fit' object. |
| sampler.mle_fit | Method for sampling from an 'mle_fit' object. |
| sampler.mle_fit_boot | Method for sampling from an 'mle_fit_boot' object. |
| score_val | Generic method for computing the score of an estimator object (gradient of its log-likelihood function evaluated at the MLE). |
| score_val.mle_fit | Computes the score of an 'mle_fit' object (score evaluated at the MLE). |
| se | Generic method for obtaining the standard errors of an estimator. |
| se.mle_fit | Function for obtaining an estimate of the standard error of the MLE object 'x'. |
| summary.mle_fit | Function for obtaining a summary of 'object', which is a fitted 'mle_fit' object. |
| sup.mle_fit | Support of the asymptotic distribution of an MLE. |
| vcov.mle_fit | Computes the variance-covariance matrix of 'mle_fit' object. |
| vcov.mle_fit_boot | Computes the variance-covariance matrix of 'boot' object. Note: This impelements the 'vcov' method defined in 'stats'. |