【发布时间】:2018-06-18 21:48:03
【问题描述】:
我寻找一种方法来计算贝叶斯信息准则 (BIC),该方法由 ictreg() 估计的模型(由 list 包提供,但没有找到答案。
例子:
library(list)
data(race)
lm.results <- ictreg(y ~ south + age + male + college, data = race,
treat = "treat", J=3, method = "ml")
summary(lm.results)
结果:
Item Count Technique Regression
Call: ictreg(formula = y ~ south + age + male + college, data = race,
treat = "treat", J = 3, method = "ml")
Sensitive item
Est. S.E.
(Intercept) -5.50833 1.02112
south 1.67564 0.55855
age 0.63587 0.16334
male 0.84647 0.49375
college -0.31527 0.47360
Control items
Est. S.E.
(Intercept) 1.19141 0.14369
south -0.29204 0.09692
age 0.03322 0.02768
male -0.25060 0.08194
college -0.51641 0.08368
Log-likelihood: -1444.394
Number of control items J set to 3. Treatment groups were indicated by '1' and the control group by '0'.
【问题讨论】:
标签: r