Description Details Author(s) References Examples
Linear models for panel data: the fixed effect model and the random effect model
Package: | PanelData |
Type: | Package |
Version: | 1.0 |
Date: | 2014-03-16 |
License: | Artistic-2.0 |
Panledata is general function for the estimation of linear panel models. It supports the following estimation methods: fixed effect("fe"), random effect("re").
Zaghdoudi Taha
Zaghdoudi Taha <zedtaha@gmail.com>
Amemiyia, T. (1971) The estimation of the variances in a variance–components model, International Economic Review, 12, pp.1–13.
Baltagi, B.H. (1981) Simultaneous equations with error components, Journal of econometrics, 17, pp.21–49.
Baltagi, B.H. (2001) Econometric Analysis of Panel Data. John Wiley and sons. ltd.
1 2 3 4 5 6 7 8 9 10 11 12 13 | #Create some data
pib<-as.matrix(c(12,3,4,0.4,0.7,5,0.7,0.3,0.6,89,7,8,45,7,4,5,0.5,5),nrows=18,ncols=1)
tir<-as.matrix(c(12,0.3,4,0.4,7,12,3.0,6.0,45,7.0,0.8,44,65,23,4,6,76,9),nrows=18,ncols=1)
inf<-as.matrix(c(1.2,3.6,44,1.4,0.78,54,0.34,0.66,12,0.7,8.0,12,65,43,5,76,65,8),nrows=18,ncols=1)
npl<-as.matrix(c(0.2,3.8,14,2.4,1.7,43,0.2,0.5,23,7.8,88,36,65,3,44,65,7,34),nrows=18,ncols=1)
# create a data frame
mdata<-data.frame(p=pib,t=tir,int=inf,np=npl)
# fit the fixed function
fx<-Paneldata(t~p+int+np,mdata,n=6,t=3,model="fe")
summary(fx)
# fit the random function
rx<-Paneldata(t~p+int+np,mdata,n=6,t=3,model="re")
summary(rx)
|
$call
Paneldata.formula(formula = t ~ p + int + np, data = mdata, n = 6,
t = 3, model = "fe")
$coefficients
Estimate Std.Err T value Pr(>z)
(Intercept) -1.661707e-34 7.712676e-26 -2.154514e-09 1.00000000
p -7.320181e-02 3.438750e-01 -2.128733e-01 0.83449425
int 5.643656e-01 3.035607e-01 1.859152e+00 0.08415063
np -2.936620e-01 2.961002e-01 -9.917655e-01 0.33814463
$call
Paneldata.formula(formula = t ~ p + int + np, data = mdata, n = 6,
t = 3, model = "re")
$coefficients
Estimate Std.Err T value Pr(>z)
(Intercept) 12.78988444 19.4115730 0.6588793 0.52066339
p -0.04515299 0.2715156 -0.1662998 0.87029887
int 0.55080874 0.2406516 2.2888222 0.03814986
np -0.26792475 0.2342418 -1.1437954 0.27188959
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