Examples from the help file
The examples in help lca_entropy, run in full
The example at the end of help lca_entropy: a two-class latent class model on the Stata Press gsem_lca1 data (four binary items on risk taking), followed by the entropy statistic.
use http://www.stata-press.com/data/r15/gsem_lca1, clear(Latent class analysis)
gsem ( -> accident play insurance stock), logit lclass(C 2)Fitting class model:
Iteration 0: (class) log likelihood = -149.71979
Iteration 1: (class) log likelihood = -149.71979
Fitting outcome model:
Iteration 0: (outcome) log likelihood = -403.97142
Iteration 1: (outcome) log likelihood = -398.15909
Iteration 2: (outcome) log likelihood = -397.81953
Iteration 3: (outcome) log likelihood = -397.8164
Iteration 4: (outcome) log likelihood = -397.8164
Refining starting values:
Iteration 0: (EM) log likelihood = -570.24204
Iteration 1: (EM) log likelihood = -576.20485
Iteration 2: (EM) log likelihood = -577.41464
Iteration 3: (EM) log likelihood = -576.88554
Iteration 4: (EM) log likelihood = -575.59242
Iteration 5: (EM) log likelihood = -573.90567
Iteration 6: (EM) log likelihood = -571.99868
Iteration 7: (EM) log likelihood = -569.97482
Iteration 8: (EM) log likelihood = -567.90955
Iteration 9: (EM) log likelihood = -565.86392
Iteration 10: (EM) log likelihood = -563.88815
Iteration 11: (EM) log likelihood = -562.02165
Iteration 12: (EM) log likelihood = -560.29231
Iteration 13: (EM) log likelihood = -558.71641
Iteration 14: (EM) log likelihood = -557.29974
Iteration 15: (EM) log likelihood = -556.03949
Iteration 16: (EM) log likelihood = -554.92679
Iteration 17: (EM) log likelihood = -553.94914
Iteration 18: (EM) log likelihood = -553.09241
Iteration 19: (EM) log likelihood = -552.34233
Iteration 20: (EM) log likelihood = -551.68539
note: EM algorithm reached maximum iterations.
Fitting full model:
Iteration 0: Log likelihood = -504.62913
Iteration 1: Log likelihood = -504.47255
Iteration 2: Log likelihood = -504.46773
Iteration 3: Log likelihood = -504.46767
Iteration 4: Log likelihood = -504.46767
Generalized structural equation model Number of obs = 216
Log likelihood = -504.46767
------------------------------------------------------------------------------
| Coefficient Std. err. z P>|z| [95% conf. interval]
-------------+----------------------------------------------------------------
1.C | (base outcome)
-------------+----------------------------------------------------------------
2.C |
_cons | -0.948 0.289 -3.285 0.001 -1.514 -0.382
------------------------------------------------------------------------------
Class: 1
Response: accident
Family: Bernoulli
Link: Logit
Response: play
Family: Bernoulli
Link: Logit
Response: insurance
Family: Bernoulli
Link: Logit
Response: stock
Family: Bernoulli
Link: Logit
------------------------------------------------------------------------------
| Coefficient Std. err. z P>|z| [95% conf. interval]
-------------+----------------------------------------------------------------
accident |
_cons | 0.913 0.197 4.623 0.000 0.526 1.300
-------------+----------------------------------------------------------------
play |
_cons | -0.710 0.225 -3.156 0.002 -1.151 -0.269
-------------+----------------------------------------------------------------
insurance |
_cons | -0.601 0.212 -2.833 0.005 -1.018 -0.185
-------------+----------------------------------------------------------------
stock |
_cons | -1.880 0.334 -5.633 0.000 -2.534 -1.226
------------------------------------------------------------------------------
Class: 2
Response: accident
Family: Bernoulli
Link: Logit
Response: play
Family: Bernoulli
Link: Logit
Response: insurance
Family: Bernoulli
Link: Logit
Response: stock
Family: Bernoulli
Link: Logit
------------------------------------------------------------------------------
| Coefficient Std. err. z P>|z| [95% conf. interval]
-------------+----------------------------------------------------------------
accident |
_cons | 4.983 3.746 1.330 0.183 -2.359 12.325
-------------+----------------------------------------------------------------
play |
_cons | 2.747 1.166 2.357 0.018 0.462 5.032
-------------+----------------------------------------------------------------
insurance |
_cons | 2.535 0.964 2.628 0.009 0.644 4.425
-------------+----------------------------------------------------------------
stock |
_cons | 1.203 0.536 2.244 0.025 0.153 2.254
------------------------------------------------------------------------------
lca_entropyEntropy = 0.719
The statistic is returned in r(entropy), so it can be collected across models with different numbers of classes:
display r(entropy).71929768