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rsurvival

conducting a Tukey test on R


I'm trying to a Tukey test on the data (bmt), (KMsurv) and focusing on the variables t2 and d3 only. t2: the disease free survival time (time to relapse, death or end of study) d3: indicator variable for disease free. d3 = 1 if dead or relapsed, or d3 = 0 if alive or disease free. The data can be obtained using the KMsurv package. The patients have been grouped into risk categories or groups, represented by the variable g in the data set.

    g = 1; ALL (acute lymphoblastic leukemia) 38 patients
    g = 2; AML low risk (acute myeloctic leukemia) 54 patients
    g = 3; AML high risk (acute myeloctic leukemia) 45 patients
library(KMsurv)
data(bmt)
bmt
library(survival)

# run the ANOVA and print out the ANOVA table:
anova1 <- aov( group ~ t2+d3, data = bmt )
summary(anova1)


TukeyHSD(anova1)

But there is an error message appears

Error in TukeyHSD.aov(anova1) :no factors in the fitted model In addition: Warning messages: 1: In replications(paste("~", xx), data = mf) : non-factors ignored: t2 2: In replications(paste("~", xx), data = mf) : non-factors ignored: d3

I have installed the package multcomp but I'm not sure if this package is necessary.

How can I fix that error?


Solution

  • I don't see the need to perform an ANOVA here since your outcome is relapse-free survival. If you really want to, and then do a Tukey test, then the command would be:

    anova1 <- aov(t2 ~ factor(group), data = bmt)
    summary(anova1)
    

                   Df   Sum Sq Mean Sq F value  Pr(>F)   
    factor(group)   2  7186442 3593221   7.115 0.00116 **
    Residuals     134 67675770  505043
    

    TukeyHSD(anova1)
    

      Tukey multiple comparisons of means
        95% family-wise confidence level
    
    Fit: aov(formula = t2 ~ factor(group), data = bmt)
    
    $`factor(group)`
              diff        lwr       upr     p adj
    2-1  456.35673   99.72036  812.9931 0.0081370
    3-1  -22.13216 -393.20690  348.9426 0.9890452
    3-2 -478.48889 -818.45440 -138.5234 0.0031404
    

    But that ignores the event (variable d3), so I wouldn't take much notice of the results.