Description Usage Arguments Value Author(s) References See Also Examples
Estimate the Semiparameric Stochastic Frontier Model suggested by Fan, Lee, and Weersink (1996).
1 2 |
formula |
a symbolic description of the model to be estimated. |
data |
optional data frame that contains the data. |
bwmethod |
bandwidth selection method:
if it is |
npArg |
list of additional arguments
that are passed to |
sfaFLW
returns a list of class sfaFLW
containing following elements:
npreg |
object returned by |
mu |
numeric scalar containing the bias correction μ = σ √{ ( 2 λ^2 / π ) / ( 1 + λ^2 ) }, obtained in the maximum likelihood estimation (second step). |
sigma.sq |
numeric scalar. σ^2 = σ_u^2 + σ_v^2, obtained in the maximum likelihood estimation (second step). |
lambda |
numeric scalar. λ = σ_u / σ_v, obtained in the maximum likelihood estimation (second step). |
sigma.u |
numeric scalar. σ_u, obtained in the maximum likelihood estimation (second step). |
sigma.v |
numeric. σ_v, obtained in the maximum likelihood estimation (second step). |
Christopher F. Parmeter
Fan, Y., Q. Li, and A. Weersink (1996): Semiparametric Estimation of Stochastic Production Frontier Models. Journal of Business and Economic Statistics 14, 460-468.
residuals.sfaFLW
for obtaining residuals,
fitted.sfaFLW
for obtaining fitted values,
gradients.sfaFLW
for obtaining gradients, and
sfa
for parametric stochastic frontier analysis.
1 2 3 4 5 6 7 8 9 10 11 12 | # example included in FRONTIER 4.1 (cross-section data)
data( front41Data, package = "frontier" )
# semiparametric local-constant Cobb-Douglas production frontier
FLW_Result <- sfaFLW( log( output ) ~ log( capital ) + log( labour ),
data = front41Data )
FLW_Result
# semiparametric local-linear Cobb-Douglas production frontier
FLW_Result_ll <- sfaFLW( log( output ) ~ log( capital ) + log( labour ),
data = front41Data, npArg = list( regtype = "ll" ) )
FLW_Result_ll
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