Subgroup Analysis of mCRPC Trials Conflict of Interest None - - PowerPoint PPT Presentation

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Subgroup Analysis of mCRPC Trials Conflict of Interest None - - PowerPoint PPT Presentation

Subgroup Analysis of mCRPC Trials Conflict of Interest None General Assumption Hypothesis tested usually address an overall or average treatment effect in the study population No assumption of homogeneity of effect across


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SLIDE 1

Subgroup Analysis of mCRPC Trials

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SLIDE 2

Conflict of Interest

None

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SLIDE 3

General Assumption

  • Hypothesis tested usually address an
  • verall or ‘average’ treatment effect in

the study population

  • No assumption of homogeneity of

effect across subgroups

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SLIDE 4

The Challenge

Danger of subgroup analysis Applying overall results

  • f large trials to individual

patients

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SLIDE 5

Subgroup Analyses - Pervasive in Clinical Trials

  • Positive trial

–To characterize patients who benefit from the therapy vs. those who may not

  • Negative trial

–To identify at least some patients with treatment benefit

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SLIDE 6

Positive Trial: ENZAMET

Davis et al, NEJM 2019

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SLIDE 7

Positive Trial: ENZAMET

Davis et al, NEJM 2019

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SLIDE 8

Negative Trial: PROSTVAC

Gulley et al, JCO 2019

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SLIDE 9

Negative Trial: PROSTVAC

Gulley et al, JCO 2019

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SLIDE 10

Warning: Subgroup Analysis

  • A machine for producing false negative

and false positive results.

Peto et al., Br. J. Cancer 1977

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SLIDE 11

0.1 0.2 0.3 0.4 0.5 0.6 0.7 0.8 0.9 1 10 20 30 40 50 60 70 80 90 100

Type I error rate

Number of mutually exclusive subgroups (k)

Error rate as a function of number of subgroups

  • 1. Type I Error Rate

k=5, probability is 0.23 that one comparison p-value <0.05 k=10, probability is 0.40 at least one comparison p-value <0.05

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SLIDE 12

Positive Trial: ENZAMET

Davis et al, NEJM 2019

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SLIDE 13
  • 2. Power Is An Issue

Don’t Be Misled

Ratio of Subgroup Events/ Total Events Power (90%) Power (85%) 1 0.90 0.85 0.75 0.83 0.74 0.50 0.63 0.56 0.40 0.54 0.47 0.30 0.43 0.37

Hazard ratio=0.75

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SLIDE 14
  • 3. A Mistake to Avoid
  • An incorrect inference that a

subgroup effect is present based

  • n separate tests of treatment

effects within each level of the characteristic of interest, that is, to compare one significant and

  • ne non-significant p-value
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SLIDE 15

Subgroup Analyses

P-value for interaction

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SLIDE 16

Criteria to Assess Credibility

  • f Subgroup Analyses
  • Can chance explain the apparent

subgroup effect?

  • Is treatment effect consistent?
  • Was the subgroup hypothesis one of a

small number of hypotheses developed a-priori with direction specified?

Sun et al, JAMA 2014

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SLIDE 17

Criteria to Assess Credibility

  • f Subgroup Analyses
  • Is there strong preexisting biological

support?

  • Is the evidence supporting the effect

based on within- or between-study comparisons?

Sun et al, JAMA 2014

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SLIDE 18

Positive Trial: ENZAMET

Davis et al, NEJM 2019

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SLIDE 19

Negative Trial: PROSTVAC

Gulley et al, JCO 2019

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SLIDE 20

Level Of Evidence

A-Priori Designed Treatment-Subgroup Interaction Pre-specified subgroups

Post-Hoc

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SLIDE 21

Safeguards: Design and Analysis Phase

  • Clear description of hypothesis: direction
  • Limit number of subgroup testing
  • Statistical test of treatment-subgroup

interaction

  • Subgroup a stratification variable

Yusuf et al, JAMA 1991

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SLIDE 22

Safeguards: Interpretation

  • Greater emphasis on the overall result than a

subgroup

  • test of treatment-subgroup interaction rather

than treatment effect within subgroups

  • Interpret the results in the context of other trials

principles of biological rationale and coherence

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SLIDE 23

Conclusion

  • Best statistical design
  • Answer primary question
  • Feasible
  • Planning is key
  • Avoid “statistical sins”
  • Pre-specified subgroup is better than post-

hoc

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SLIDE 24

Conclusion

  • Larger studies are needed for treatment-

subgroup interaction

  • Meta-analysis plays critical role
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SLIDE 25

A Final Note

“Rather than reporting isolated P values, articles should include effect sizes and uncertainty metrics.”

Waaserstein R, American Statistician 2016