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SemiParBIVProbit (version 3.2-12.1)

Semiparametric Bivariate Probit Modelling

Description

Routine for fitting bivariate probit models with semiparametric predictors (including linear and nonlinear effects) in the presence of correlated error equations, endogeneity, sample selection or partial observability. Bivariate copula models are also supported.

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Version

Install

install.packages('SemiParBIVProbit')

Monthly Downloads

95

Version

3.2-12.1

License

GPL (>= 2)

Maintainer

Giampiero Marra

Last Published

November 12th, 2014

Functions in SemiParBIVProbit (3.2-12.1)

SemiParBIVProbit

Semiparametric Bivariate Probit Modelling
print.SemiParBIVProbit

Print a SemiParBIVProbit object
adjCovSD

Adjustment for the covariance matrix of the parameter estimates from a SemiParBIVProbit model fitted to complex survey data.
est.prev

Estimated overall prevalence from sample selection models
LM.bpm

Lagrange Multiplier Test (Score Test)
sem.checks

Some convergence diagnostics
bprobgHs

Internal Function
SemiParBIVProbit.fit.post

Internal Function
working.comp

Internal Function
copgHs

Internal Function
S.m

Internal Function
logLik.SemiParBIVProbit

Extract the log likelihood for a fitted SemiParBIVProbit
SemiParBIVProbitObject

Fitted SemiParBIVProbit object
plot.SemiParBIVProbit

SemiParBIVProbit plotting
bprobgHsPO

Internal Function
summary.SemiParBIVProbit

SemiParBIVProbit summary
predict.SemiParBIVProbit

Prediction from a fitted SemiParBIVProbit model
SemiParBIVProbit-package

Semiparametric Bivariate Probit Modelling
gt.bpm

Gradient test
SemiParBIVProbit.fit

Internal Function
bprobgHsSS

Internal Function
print.summary.SemiParBIVProbit

Print a summary.SemiParBIVProbit object
startSS

Internal Function
print.est.prev

Print an est.prev object
S.mPL

Internal Function
adjCov

Adjustment for the covariance matrix of the parameter estimates from a fitted SemiParBIVProbit model
VuongClarke.bcm

Vuong and Clarke tests
bprobgHsPL

Internal Function
print.AT

Print an AT object
AT

Average treatment effect of a binary endogenous variable