Repository URL to install this package:
|
Version:
0.10.2 ▾
|
"""
Results for VARMAX tests
Results from Stata using script `test_varmax_stata.do`.
See also Stata time series documentation, in particular `dfactor`.
Data from:
http://www.jmulti.de/download/datasets/e1.dat
Author: Chad Fulton
License: Simplified-BSD
"""
lutkepohl_dfm = {
'params': [
.0063728, .00660177, .00636009, # Factor loadings
.00203899, .00009016, .00005348, # Idiosyncratic variances
.33101874, .63927819, # Factor transitions
],
'bse_oim': [
.002006, .0012514, .0012128, # Factor loadings
.0003359, .0000184, .0000141, # Idiosyncratic variances
.1196637, .1218577, # Factor transitions
],
'loglike': 594.0902026190786,
'aic': -1172.18,
'bic': -1153.641,
}
lutkepohl_dfm2 = {
'params': [
.03411188, .03478764, # Factor loadings: y1
.03553366, .0344871, # Factor loadings: y2
.03536757, .03433391, # Factor loadings: y3
.00224401, .00014678, .00010922, # Idiosyncratic variances
.08845946, .08862982, # Factor transitions: Phi, row 1
.08754759, .08758589 # Phi, row 2
],
'bse_oim': None,
'loglike': 496.379832917306,
'aic': -974.7597,
'bic': -953.9023,
}
lutkepohl_dfm_exog1 = {
'params': [
-.01254697, -.00734604, -.00671296, # Factor loadings
.01803325, .02066737, .01983089, # Beta.constant
.00198667, .00008426, .00005684, # Idiosyncratic variances
.31140829, # Factor transition
],
'var_oim': [
.00004224, 2.730e-06, 3.625e-06,
.00003087, 2.626e-06, 2.013e-06,
1.170e-07, 5.133e-10, 3.929e-10,
.07412117
],
'loglike': 596.9781590009525,
'aic': -1173.956,
'bic': -1150.781,
}
lutkepohl_dfm_exog2 = {
'params': [
.01249096, .00731147, .00680776, # Factor loadings
.02187812, -.00009851, # Betas, y1
.02302646, -.00006045, # Betas, y2
.02009233, -6.683e-06, # Betas, y3
.0019856, .00008378, .00005581, # Idiosyncratic variances
.2995768, # Factor transition
],
'var_oim': [
.00004278, 2.659e-06, 3.766e-06,
.00013003, 6.536e-08,
.00001079, 5.424e-09,
8.393e-06, 4.217e-09,
1.168e-07, 5.140e-10, 4.181e-10,
.07578382,
],
'loglike': 597.4550537198315,
'aic': -1168.91,
'bic': -1138.783,
}
lutkepohl_dfm_gen = {
'params': [
.00312295, .00332555, .00318837, # Factor loadings
# .00195462, # Covariance, lower triangle
# 3.642e-06, .00010047,
# .00007018, .00002565, .00006118
# Note: the following are the Cholesky of the covariance
# matrix defined just above
.04421108, # Cholesky, lower triangle
.00008238, .01002313,
.00158738, .00254603, .00722343,
.987374, # Factor transition
-.25613562, .00392166, .44859028, # Error transition parameters
.01635544, -.249141, .08170863,
-.02280001, .02059063, -.41808254
],
'var_oim': [
1.418e-06, 1.030e-06, 9.314e-07, # Factor loadings
None, # Cholesky, lower triangle
None, None,
None, None, None,
.00021421, # Factor transition
.01307587, .29167522, .43204063, # Error transition parameters
.00076899, .01742173, .0220161,
.00055435, .01456365, .01707167
],
'loglike': 607.7715711926285,
'aic': -1177.543,
'bic': -1133.511,
}
lutkepohl_dfm_ar2 = {
'params': [
.00419132, .0044007, .00422976, # Factor loadings
.00188101, .0000786, .0000418, # Idiosyncratic variance
.97855802, # Factor transition
-.28856258, -.14910552, # Error transition parameters
-.41544832, -.26706536,
-.72661178, -.27278821,
],
'var_oim': [
1.176e-06, 7.304e-07, 6.726e-07, # Factor loadings
9.517e-08, 2.300e-10, 1.389e-10, # Idiosyncratic variance
.00041159, # Factor transition
.0131511, .01296008, # Error transition parameters
.01748435, .01616862,
.03262051, .02546648,
],
'loglike': 607.4203109232711,
'aic': -1188.841,
'bic': -1158.713,
}
lutkepohl_dfm_scalar = {
'params': [
.04424851, .00114077, .00275081, # Factor loadings
.01812298, .02071169, .01987196, # Beta.constant
.00012067, # Idiosyncratic variance
-.19915198, # Factor transition
],
'var_oim': [
.00001479, 1.664e-06, 1.671e-06,
.00001985, 1.621e-06, 1.679e-06,
1.941e-10,
.01409482
],
'loglike': 588.7677809701966,
'aic': -1161.536,
'bic': -1142.996,
}
lutkepohl_sfm = {
'params': [
.02177607, .02089956, .02239669, # Factor loadings
.00201477, .00013623, 7.452e-16 # Idiosyncratic variance
],
'var_oim': [
.00003003, 4.729e-06, 3.344e-06,
1.083e-07, 4.950e-10, 0
],
'loglike': 532.2215594949788,
'aic': -1054.443,
'bic': -1042.856,
}
lutkepohl_sur = {
'params': [
.02169026, -.00009184, # Betas, y1
.0229165, -.00005654, # Betas, y2
.01998994, -3.049e-06, # Betas, y3
# .00215703, # Covariance, lower triangle
# .0000484, .00014252,
# .00012772, .00005642, .00010673,
# Note: the following are the Cholesky of the covariance
# matrix defined just above
.04644384, # Cholesky, lower triangle
.00104212, .0118926,
.00274999, .00450315, .00888196,
],
'var_oim': [
.0001221, 6.137e-08,
8.067e-06, 4.055e-09,
6.042e-06, 3.036e-09,
None,
None, None,
None, None, None
],
'loglike': 597.6181259116113,
'aic': -1171.236,
'bic': -1143.426,
}
lutkepohl_sur_auto = {
'params': [
.02243063, -.00011112, # Betas, y1
.02286952, -.0000554, # Betas, y2
.0020338, .00013843, # Idiosyncratic variance
-.21127833, .50884609, # Error transition parameters
.04292935, .00855789,
],
'var_oim': [
.00008357, 4.209e-08,
8.402e-06, 4.222e-09,
1.103e-07, 5.110e-10,
.01259537, .19382105,
.00085936, .01321035,
],
'loglike': 352.7250284160132,
'aic': -685.4501,
'bic': -662.2752
}