Estimation methods#
Standard estimation methods#
These functions perform parameter estimation, diagnostics and print reports.
Estimate parameters using feasible generalized least squares and provides model evaluation statistics. |
|
Solves the generalized linear model problem. |
|
Estimate parameters using generalized method of moments. |
|
Estimate instrumental variables model using the generalized method of moments. |
|
Computes the kernel density estimate of a sample and plots the distribution. |
|
Computes a least squares regression. |
|
Performs post-estimation slope equality test after quantile regression. |
|
Perform linear quantile regression. |
|
Perform local linear or quadratic quantile regression. |
|
../waltest |
Performs post-estimation tests of hypotheses. |
Standard error methods#
Computes the White cluster-robust standard errors. |
|
Computes the Newey-West HAC robust standard errors. The procedure uses the “sandwich” variance-covariance estimator with a small sample correction of \((n)/(n−1)\). |
|
Computes the Huber-White heteroscedastic robust standard errors. The procedure uses the “sandwich” variance-covariance estimator with a small sample correction of \((n)/(n−1)\). |
Lower level estimation#
Note
For most cases, the slash operator b_hat = y / X
or olsqr()
are the preferred methods to compute least-squares estimates.
Computes the solution to a system of linear equations given a factorized matrix returned by the function ldlp and one or more right hand sides. |
|
Computes the solution of \(LUx=b\) where \(L\) and \(U\) are matrix factors returned by lu. |
|
Computes OLS coefficients using \(QR\) decomposition. |
|
Computes OLS coefficients, residuals, and predicted values using the \(QR\) decomposition. |
|
Solves a set of positive definite linear equations. |