Oncology Clinical Research & Race: Statistical Principles

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Oncology Clinical Research & Race: Statistical Principles Daniel Sargent, PhD ALLIANCE Group Statistician November 2014

The Literary Digest predicted Alf Landon would win the presidency in 1936

1936 PRESIDENTIAL ELECTION RESULTS # electoral votes l Roosevelt 523 l Landon 8

1936 Presidential election: Sampling Potential Voters Readers who sent in postcards Readers who didn t send in postcards Non-readers of Literary Digest

Modern example: 2012 Presidential Election l Overall: Obama 51%, Romney 47% l Whites: Obama 39%, Romney 59% l African American: Obama 93%, Romney 6% l Hispanic ethnicity: Obama 71%, Romney 27% http://www.ropercenter.uconn.edu/elections/how_groups_voted/voted_12.html

Moral: Who you sample matters l The issues of who is tested when testing therapies are identical to who you ask when doing a political poll l If you do a study in a non-representative group, you may get the wrong answer l This is a bias no statistical test can fix a biased sample will give a biased result

In NCI trials: pre-specify expected enrollment by gender and race/ethnicity Accrual Targets Ethnic Category Sex/Gender Females Males Total Hispanic or Latino 10 11 21 Not Hispanic or Latino 457 582 1039 Ethnic Category: Total of all subjects 467 593 1060 Racial Category American Indian or Alaskan Native 2 3 5 Asian 5 7 12 Black or African American 33 45 78 Native Hawaiian or other Pacific Islander 1 2 3 White 426 536 962 Racial Category: Total of all subjects 467 593 1060

Reality: Trials underpowered for subgroups l Sample size based on having a high chance to detect a true effect if it is present (power) l This is based on a single endpoint, in the entire population l Reducing sample size by half reduces power from 80% to 50%, reducing it by 80% reduces power to 20% l With the number of minorities presently enrolled on trials, there is no meaningful chance to detect effects in racial sub-groups

What if we just are interested in: Does the effect differ by race? l Test for interaction does treatment effect differ by a variable of interest (e.g. race) l Reality: To do this, must reliably estimate treatment effect within each group, then compare l Very challenging, in general, requires a 4x larger study, even if prevalence 50/50 (much worse for race)

What if we test anyway: Multiple Comparisons l Beware of Field of Dreams: If you test it (enough times), it will come up significant l Example l 20 Markers, with prevalence from 10-50%, measured on 100 patients l None related whatsoever to response l Compare response rate in those with and without marker l Overall response rate 40%

Multiple Comparisons l Results l Response rates ranging from 22-75% in the marker (+) group l Difference in response rates between (+) and (-) ranged from 0.5-31% l 2 had p < 0.05 comparing response rate in (+) and (-) patients

Subgroup Analyses l Is it expected that the actual treatment effect may differ in a meaningful way between different subgroups? l Apparent differences can result by chance alone l Increased risk of spurious results with greater number of subgroup analyses

Beware of Subset Analysis (1) 5-FU and levamisole as adjuvant treatment for Dukes C colon cancer 1. Mayo Clinic Trial (Laurie et al, J Clin Oncol 1989) More effective for men, older patients 2. SWOG Trial (Moertel et al, N Engl J Med, 1990) More effective for women, younger patients 3. Meta Analysis (Gill et al J Clin Oncol 2004) No difference by sex or age

Beware of Subset Analysis (2) l ISIS Cardiac Trial: 17,000 patients l Found aspirin > placebo at preventing vascular deaths l Subgroups: Didn t work in: l Non-diabetics l Systolic BP < 100 or > 175

Beware of Subset Analysis (2) l ISIS Cardiac Trial: 17,000 pts l To determine significance, compared these differences to difference in astrological signs l No patient characteristic separated patients by more than Gemini/Libra vs other l Concluded no real subgroup effects

Summary of cautions l Based on current trial design approaches l Cannot be confident that a differential treatment effect by race would be identified even if it exists l Cannot be confident that a differential treatment effect by race is real if it is identified l In short, be very cautious

Possible strategies l Develop sample sizes specifically for racial groups l Will be larger overall trials l Once the majority population results are known, is it ethical to continue to enroll minority patients? l Meta-analyses (pooling data) l If individual trials are underpowered, can we combine several trials to get a reliable answer l Yes, if those trials are available l Current funding/approval models result in little redundancy

Possible strategies (cont) l Pre-specify race-based hypotheses based on prior knowledge l If differences are identified, they will be more believable l Increase proportion of minorities on trials l Good from every perspective

Summary: Statistics and Race in Oncology Clinical Trials l Small populations research is extremely difficult, be it by race, age, or any other variable l We have an obligation to look for differences, but also to require a high level of evidence l Statistics cannot solve this alone, and greater accrual is the single best path forward