📄 y_e_linreg.hlp
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{smcl}
{p 0 4}
{help contents:Top}
> {help y_stat:Statistics}
> {help y_est:Estimation}
> {help y_est0:Regression models}
{bind:> {bf:Linear regression & related}}
{p_end}
{hline}
{title:Help and category listings}
{p 4 8 4}
{bf:{help y_e_linreglr:Linear regression}}{break}
OLS, diagnostic plots, large dummy-variable sets, robust, ...
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{bf:{help ivreg:Instrumental variable & two-stage least squares regression}}{break}
the {cmd:ivreg} command
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{bf:{help reg3:Three-stage least squares}}{break}
the {cmd:reg3} command
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{bf:{help y_e_mvreg:Multivariate and seemingly unrelated regression}}{break}
multiple dependent variables
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{bf:{help y_e_centr:Censored and truncated regression}}{break}
Tobit, censored-normal, interval, and truncated regression
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{bf:{help newey:Regression with Newey-West standard errors}}{break}
the {cmd:newey} command
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{bf:{help boxcox:Box-Cox regression}}{break}
{cmd:boxcox} can transform the dependent variable,
the independent variables, or both
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{bf:{help frontier:Cross-sectional frontier models}}{break}
{cmd:frontier} provides stochastic production or cost frontier models
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{bf:{help y_e_frac:Fractional polynomial regression}}{break}
automated specification search
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{bf:{help nl:Nonlinear least squares}}{break}
{cmd:nl} allows arbitrary nonlinear function fitted by least squares
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{bf:{help qreg:Quantile (including median) regression}}{break}
{cmd:qreg} also known as least absolute value (LAV) models or minimum L1-norm models
INCLUDE help ypostnote
{hline}
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