jingji11,谢谢您的回答，能把这篇文章的名字放上来吗？找不啊？

如果是存在空单元可以试试精确logistic回归。exact var ；

the requset is the same as me,please send us the adress or upload the file,please jingju

找到一篇文献链接：http://citeseerx.ist.psu.edu/vie ... p=rep1&type=pdf
题目：Convergence Failures in Logistic Regression
不知道是否是楼上说的文献呢？

right.

http://www.ats.ucla.edu/stat/mul ... on_logit_models.htm

Exact method is a good strategy when the data set is small and the model is not very large. Below is a sample code in SAS.
proc logistic data = t2 descending;
  model y = x1 x2;
  exact x1 / estimate=both;
run;

第二种方法
Firth logistic regression is another good strategy. It uses a penalized likelihood estimation method. Firth bias-correction is considered as an ideal solution to separation issue for logistic regression. For more information on logistic regression using Firth bias-correction,  we refer our readers to the article by Georg Heinze and Michael Schemper.
proc logistic data = t2 descending;
  model y = x1 x2 /firth;
run;

第三种方法
Bayesian method can be used when we have some additional information on the parameter estimates of the predictor va.
ods graphics on;
data myprior;
  input _type_ $ Intercept x1 x2;
  datalines;
  Var 1 100 100
  Mean 0 1 2
  ;
run;
proc genmod descending data=t2;
  model y =  x1 x2 /dist=binomial link=logit;
  bayes seed=34367 plots=all nbi=2000 nmc=10000
  coeffprior=normal(input=myprior);
  ods output PosteriorSample=Post;
run;
ods graphics off;

这些方法LZ都去试下，然后贴出结果，我们也看看有什么不同。产生的原因上面几楼已经说清楚了。

非常感谢“ xingping” 的回答，在第三种方法中
data myprior;
  input _type_ $ Intercept x1 x2;
  datalines;
  Var 1 100 100
  Mean 0 1 2
  ;
run;这个数据集怎么制定呢？我的数据集有28个变量？如果我用默认的coeffprior选项，貌似可以建模。

这些方法我不是很熟，你研究多了应该比我熟。从SAS的编程上看，可能是这样：
data myprior;
  input _type_ $ Intercept x1-x28;
  datalines;
  Var 1 ……
  Mean 0 ……
  ;
……
model y=x1-x28/……


不知道对不对。。。。。你试试