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The time to progression ratio for phase II trials of personalized medicine. Marc Buyse, ScD IDDI, Louvain-la-Neuve, and I-BioStat, Hasselt University, Belgium marc.buyse@iddi.com. Outline. Definition of TTPR TTPR in gastro-intestinal stromal tumors
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The time to progression ratio for phase II trials of personalized medicine Marc Buyse, ScD IDDI, Louvain-la-Neuve, and I-BioStat, Hasselt University, Belgium marc.buyse@iddi.com
Outline • Definition of TTPR • TTPR in gastro-intestinal stromaltumors • TTPR to design a trial in advanced colorectal cancer • TTPR for trials of personalizedmedicine • Tentative conclusions
The TTP ratio (TTPR) TTP1 TTP2 TTP3 Rx1 Rx2 Rx3 … Death First progression Second progression Start of Rx for advanced disease TTPR = TTP2 / TTP1
Use of TTPR Cytostatics are not expected to induce tumor shrinkage, but it is hoped that they can stabilize the tumor (delay progression). For second-line therapies, the « time to progression ratio » (or « growth modulation index »), is defined as TTPR = TTP2 / TTP1 Given the natural history of most tumors, TTPR generally does not exceed 1 (i.e. TTP2 tends to be shorter than TTP1). Von Hoff suggested that TTPR > 1.33 reflects activity of the second-line therapy. Ref: Mick et al. Controlled Clinical Trials 21:343-59, 2000.
TTPR-based designs : second-line treatment only TTP1 TTP2 Rx1 Rx2 First progression, entry on trial Second progression Start of Rx for advanced disease
TTPR-based designs : two lines of treatment TTP1 TTP2 Rx1 Rx2 First progression Second progression Start of Rx for advanced disease, entry on trial
TTPR when doubling dose of imatinib for progressing gastro-intestinal stromal tumors Proportion of patients with TTPR > 1.33 after cross-over from 400 mg to 800 mg of imatinib daily, broken down by response to 400mg Ref: Zalcberg et al, Eur J Cancer 41:1751-7, 2005.
Trial comparing two imatinib doses in patients with gastro-intestinal stromal tumors R 181 * 196 * 400 mg imatinib daily 800 mg imatinib daily • * Nr of patients with adequate DNA for KIT genotype analysis Ref: Debiec-Rychter et al, Eur J Cancer 42:1093-1103, 2006.
Cumulative incidence of response by KIT mutation Ref: Debiec-Rychter et al, Eur J Cancer 42:1093-1103, 2006.
TTPR after cross-over by KIT mutation Proportion of patients with TTPR > 1.25 after cross-over from 400 mg to 800 mg P= 0.0017 P= 0.0012 Ref: Debiec-Rychter et al, Eur J Cancer 42:1093-1103, 2006.
Trial comparing two chemotherapy sequences in patients with advanced colorectal tumors R 109 111 FOLFIRI – FOLFOX FOLFOX – FOLFIRI • Primary endpoint = Time to second progression (TTP1 + TTP2) • Secondary endpoints = TTP1, TTP2, survival Ref: Tournigand et al, J Clin Oncol 22:229-37, 2004.
Distribution of TTPR in advanced colorectal cancer of the patients had a TTPR > 0.5 50% 0.5
Distribution of TTPR in advanced colorectal cancer of the patients had a TTPR > 0.8 33% 0.8
Distribution of TTPR in advanced colorectal cancer of the patients had a TTPR > 1 25% 1
Distribution of TTPR in advanced colorectal cancer of the patients had a TTPR > 1.25 20% 1.25
TTPR – test of hypothesis A possible nullhypothesis is: H0: TTPR = TTP2 / TTP1 HR0 versus the alternative hypothesis: HA: TTPR = TTP2 / TTP1> HR0
Test of hypothesis in advanced colorectal cancer H0 : TTPR ≤ 0.75 50% 0.75
A sign test statistic For the ithpatient, let ribe equal to +1 if TTP2 > TTP1 HR0 –1 if TTP2 TTP1 HR0 and TTP2 is uncensored The test statistic (equivalent to a sign test statistic) X² = (i ri)² / i ri² has a ² distribution with 1 d.f. Ref: Mick et al. Controlled Clinical Trials 21:343-59, 2000.
A sign test statistic • HR0 = 0.7 • = 0.05 • Correlation = 0.7 90% 85% 80% Ref: Mick et al. Controlled Clinical Trials 21:343-59, 2000.
A sign test statistic • HR0 = 0.7 • = 0.05 • Correlation = 0.5 Ref: Mick et al. Controlled Clinical Trials 21:343-59, 2000.
A sign test statistic • HR0 = 0.7 • = 0.05 • Correlation = 0.3 Ref: Mick et al. Controlled Clinical Trials 21:343-59, 2000.
Statistics for correlated survival times In the absence of censoring, TTP1 and TTP2 can be compared using a paired t-test or a non-parametric test for paired observations. If TTP2 is censored, TTP1 and TTP2 are paired survival times. The ordinary rank test statistics (e.g. logrank or Gehan-Wilcoxon) can be used with variance corrected to account for the correlation between TTP1 and TTP2. Ref: Jung, Lifetime Data Analysis 5:67-79, 1999.
TTPR – another test of hypothesis Let p be the proportion of patients for whom TTPR > HR0. A possible nullhypothesis is: H0: p p0 versus the alternative hypothesis: HA: p > p0 which leads to Flemings’ one-stage or Simon’ two-stage designs.
Tests of hypothesis in advanced colorectal cancer H0 : p0 ≤ 22% 22% 1.33
Trial of molecular profiling TTP1 TTP2 Molecular profiling of tumor biopsy by IHC, FISH or micro-array to identify target At least two prior therapies for advanced disease, no further therapy available Last progression, entry on trial Progression on targeted therapy Ref: Von Hoff, AACR 100th Annual Meeting, Denver, CO, April 18-22, 2009.
Trial of molecular profiling Trial designed to test p0 (proportion of patients with TTPR > 1.3): H0: p p0 = 15% Primary analysis: proportion of patients with TTPR > 1.3: 18 / 66 (27%, 95% C.I. 17% - 38%, P = 0.007) Breast 8 / 18 (44%) Colorectal 4 / 11 (36%) Ovarian 1 / 5 (20%) Others 5 / 32 (16%) Ref: Von Hoff, AACR 100th Annual Meeting, Denver, CO, April 18-22, 2009.
Trial of molecular profiling Promising results, and amongst the 18 patients with TTPR > 1.3, none would have received same drug through plysician’s choice. However, • Is TTPR > 1.3 good enough? • Trial was not randomized, therefore no evidence that physician’s choice could have yielded similar results • Only 66 patients of 106 could have molecular profiling
Trial designs using TTPR – pros and cons + Test time to progression rather than response; hence well suited to test cytostatic agents + Patients serve as their own control, a desirable feature to control between-patient variability + Efficient if substantial correlation between TTP1 and TTP2 • Choice of appropriate value for HR0 • TTP1 difficult to estimate retrospectively, and potentially biased downwards if standard first-line treatment included in design and new agent is promising • Inefficient if poor correlation between TTP1 and TTP2