sfm | R Documentation |
Cross-sectional stochastic frontier models are estimated with the sfm() call. For panel models, see the psfm() call.
sfm(formula, model_name = c("NHN", "NHN_Z", "NE", "NE_Z", "THT", "NTN", "NR"), data, maxit.bobyqa = 10000, maxit.psoptim = 1000, maxit.optim = 1000, REPORT = 1, trace = 2, pgtol = 0, start_val = FALSE, PSopt = FALSE, bob = TRUE, optHessian = TRUE, inefdec = TRUE, upper = NA, Method = "L-BFGS-B")
formula |
a symbolic description for the model to be estimated |
model_name |
model name for the estimation includes the: normal-half normal (NHN), normal-exponential (NE), student's t-half t (THT), Normal-Rayleigh (NR), and the normal-truncated normal (NTN). |
data |
A data set |
maxit.bobyqa |
Maximum number of iterations for the bobyqa optimization routine |
maxit.psoptim |
Maximum number of iterations for the psoptim optimization routine |
maxit.optim |
Maximum number of iterations for the optim optimization routine |
REPORT |
reporting parameter |
trace |
trace |
pgtol |
pgtol |
start_val |
starting value (optional) |
PSopt |
use psoptim optimization routine (T/F) |
bob |
use bobyqa optimization routine (T/F) |
optHessian |
Logical. Should a numerically differentiated Hessian matrix be returned? (for optim routine) |
inefdec |
Production or cost function |
upper |
Vector of upper values for the optim package. |
Method |
The method to be used for optim. See ‘Details’ within optim. |
The options include the normal-half normal (NHN), Normal-exponential (NE), student's t-half t (THT), and the normal-truncated normal (NTN). NHN_Z and NE_Z are extensions for the NHN and NE models that allow for modeling the u-component of those models with determinants of inefficiency.
Outputs include E[exp(-u)|e] given by exp_u_hat, following Battese and Coelli (1988, JoE), where appropriate.
David Bernstein
NA
cs_data_trial <- data_gen_cs(N= 1000, rand = 1, sig_u = 0.3, sig_v = 0.3, cons = 0.5, beta1 = 0.5, beta2 = 0.5, a = 4,
mu = 1)
cs.nhnz <- sfm(formula = y_pcs_z ~ x1 +x2| z, model_name = "NHN",
data = cs_data_trial, PSopt = TRUE)
cs.nez <- sfm(formula = y_pcs_z ~ x1 +x2| z, model_name = "NE",
data = cs_data_trial, PSopt = TRUE)
cs.nhn <- sfm(formula = y_pcs ~ x1 +x2, model_name = "NHN",
data = cs_data_trial, PSopt = TRUE)
cs.ne <- sfm(formula = y_pcs_e ~ x1 +x2, model_name = "NE",
data = cs_data_trial)
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