我在我的模型中有这些预测变量,包括我使用“:”定义的2个交互项

> c(predictors)

> [1] "factor(Satisfaction)"        "Gender"                      "Function"                   
> [4] "Gender:factor(Satisfaction)" "Gender:Function"

我想通过使用GLM中的terms语句来冻结变量的顺序,从而也冻结交互变量,我使用:

> fit <- glm(terms(form, keep.order = TRUE), data = data1, family = binomial)

但这是结果呢?第一个互动术语中的主要影响,即性别,首先没有报道?这也是我不使用条款语句时发生的情况(结果未显示) . 我认为条款声明可以解决问题,但可能不是?

> summary(fit)

> Call:

> glm(formula = terms(form, keep.order = TRUE), family = binomial, 
>    data = data1)

> Deviance Residuals: 
    Min       1Q   Median       3Q      Max  
-1.7524  -1.0510  -0.5916   1.1169   1.9128  

> Coefficients:
                             Estimate Std. Error z value Pr(>|z|)  
(Intercept)                   1.16293    1.13709   1.023   0.3064  
factor(Satisfaction)2        -0.76457    0.96568  -0.792   0.4285  
factor(Satisfaction)3        -1.09794    1.03372  -1.062   0.2882  
Gender                        0.90190    1.35310   0.667   0.5051  
Function                     -0.02726    0.08460  -0.322   0.7473  
factor(Satisfaction)2:Gender  0.32617    1.07892   0.302   0.7624  
factor(Satisfaction)3:Gender  0.46506    1.18586   0.392   0.6949  
Gender:Function              -0.16573    0.09875  -1.678   0.0933

但是,当我在预测变量列表中使用Gender时,也可以不使用术语声明 . 这里发生了什么,我怎么能确定主效应总是首先报告与分类变量的交互?

谢谢你的时间和反应!

> predictors
[1] "Gender"                      "factor(Satisfaction)"        "Function"                   
[4] "Gender:factor(Satisfaction)" "Gender:Function" 

> print(form)
Chronic ~ Gender + factor(Satisfaction) + Function + Gender:factor(Satisfaction) + Gender:Function

> fit <- glm(form, data = data1, family = binomial)

Call:
glm(formula = form, family = binomial, data = data1)

Deviance Residuals: 
    Min       1Q   Median       3Q      Max  
-1.7524  -1.0510  -0.5916   1.1169   1.9128  

Coefficients:
                             Estimate Std. Error z value Pr(>|z|)  
(Intercept)                   1.16293    1.13709   1.023   0.3064  
Gender                        0.90190    1.35310   0.667   0.5051  
factor(Satisfaction)2        -0.76457    0.96568  -0.792   0.4285  
factor(Satisfaction)3        -1.09794    1.03372  -1.062   0.2882  
Function                     -0.02726    0.08460  -0.322   0.7473  
Gender:factor(Satisfaction)2  0.32617    1.07892   0.302   0.7624  
Gender:factor(Satisfaction)3  0.46506    1.18586   0.392   0.6949  
Gender:Function              -0.16573    0.09875  -1.678   0.0933 .