Logit二进制测试解释

如何解决Logit二进制测试解释

是否有可能在 Logit 中某个二进制变量的值是 1 但不是 0?我很困惑我应该如何解释它:我应该分别用这些值估计模型吗? 如何使用变量 ex 的常数值估计 logit。吸烟 =1?

现在看起来像这样:

logit death_event anaemia creatinine_phosphokinase diabetes ejection_fraction high_blood_pressure platelets serum_creatinine serum_sodium sex smoking time


Logistic regression                             Number of obs     =        299
                                                LR chi2(12)       =     155.79
                                                Prob > chi2       =     0.0000
Log likelihood = -109.77707                     Pseudo R2         =     0.4151

------------------------------------------------------------------------------------------
             death_event | Odds Ratio   Std. Err.      z    P>|z|     [95% Conf. Interval]
-------------------------+----------------------------------------------------------------
                     age |   1.048561   .0165679     3.00   0.003     1.016586    1.081542
                 anaemia |   .9925574   .3578061    -0.02   0.983     .4896737    2.011891
creatinine_phosphokinase |   1.000222    .000178     1.25   0.212     .9998735    1.000571
                diabetes |   1.156213   .4060488     0.41   0.679     .5809054    2.301283
       ejection_fraction |   .9262024   .0151241    -4.69   0.000     .8970291    .9563245
     high_blood_pressure |   .9024162   .3237029    -0.29   0.775     .4467608    1.822799
               platelets |   .9999988   1.89e-06    -0.64   0.525     .9999951    1.000003
        serum_creatinine |   1.946618   .3532967     3.67   0.000     1.363936    2.778225
            serum_sodium |   .9352129   .0371608    -1.69   0.092      .865143    1.010958
                     sex |   .5864558   .2427446    -1.29   0.197     .2605599    1.319967
                 smoking |   .9865984   .4070881    -0.03   0.974     .4394601    2.214937
                    time |   .9791753   .0029516    -6.98   0.000     .9734073    .9849775
                   _cons |   26500.77   149903.5     1.80   0.072     .4058606    1.73e+09
------------------------------------------------------------------------------------------




. test smoking = 1

 ( 1)  [death_event]smoking = 1

           chi2(  1) =    6.03
         Prob > chi2 =    0.0140

. test smoking = 0

 ( 1)  [death_event]smoking = 0

           chi2(  1) =    0.00
         Prob > chi2 =    0.9739

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