For evaluating the whole population, there were no clinical trials comparing talazoparib plus enzalutamide with olaparib plus abiraterone or abiraterone. So, the company did a network meta-analysis (NMA) to estimate the comparative efficacy of talazoparib plus enzalutamide against olaparib plus abiraterone for rPFS, OS and time to prostate-specific antigen progression. The network included 8 studies (TALAPRO-2, PROpel, BRCAAway, COU-AA-301 and COU-AA-302, NCT01591122, NCT02294461, Hu et al. 2020, PREVAIL) and 5 interventions (talazoparib plus enzalutamide, abiraterone, best supportive care, enzalutamide, olaparib plus abiraterone). The company used a Cox proportional hazards model within a Bayesian framework. The company used a random effects model in its base case. The results of the proportional hazards NMA are confidential and cannot be reported here. The EAG commented that there were no common comparators linking talazoparib plus enzalutamide with olaparib plus abiraterone in the network. As a result, the network was sparse and lacked direct evidence, with 4 pairwise comparisons across 5 studies connecting talazoparib plus enzalutamide with olaparib plus abiraterone. The EAG preferred the fixed effects model over the random effects model. This was because the network was a straight line, and the random effects estimate was only based on 1 comparator and 2 studies. Also, the fixed effects model was a better fit for both rPFS and OS outcomes. The EAG noted the assessment of the proportional hazards assumption in the PROpel trial from TA951, which compared olaparib plus abiraterone with abiraterone. It explained that the proportional hazards assumption was not met by the rPFS and OS input data from the studies in the NMA. This meant that results could be biased, leading to inaccurate conclusions. The EAG proposed that an unanchored matching-adjusted indirect comparison (MAIC) or fractional polynomials NMA might be more suitable.
The company presented an unanchored MAIC comparing talazoparib plus enzalutamide with olaparib plus abiraterone. The individual patient level data from TALAPRO-2 was matched with the PROpel olaparib plus abiraterone trial data. TALAPRO-2 data was reweighted to ensure that the underlying populations were similar. The company noted some differences between the trial populations but concluded that an unanchored MAIC was feasible. The EAG flagged that because of the differences in trial eligibility criteria, baseline pain scores were higher in PROpel than in TALAPRO-2 and it was not feasible to adjust for these. The EAG's clinical experts explained that pain is a prognostic factor and should be adjusted. The EAG concluded that the PROpel population's hormone-relapsed metastatic prostate cancer would be harder to treat and this favoured talazoparib and enzalutamide and caused uncertainty in the MAIC outcomes.
At clarification, the company provided a fractional polynomials NMA to accommodate non-proportional hazards and preserve randomisation. It was based on a network including 4 studies (TALAPRO-2, PROpel, NCT02294461 and COU-AA-302) and 5 interventions (talazoparib plus enzalutamide, abiraterone, best supportive care, enzalutamide, olaparib plus abiraterone). The OS analysis had convergence issues which meant a stable model fit was not identified and OS outcomes were not thought reliable. For rPFS, several plausible model fits were identified. Based on visual fit and low deviance information criterion, one model fit was considered best. The EAG considered the fractional polynomials NMA to be well conducted. It agreed that the OS outcomes from the fractional polynomials NMA were unreliable. The EAG questioned the extent of the validation done for the selection of the rPFS model fit.
The committee acknowledged the issues with the indirect evidence base leading to substantial uncertainty because:
-
The MAIC:
-
was unanchored, despite a network being available
-
could not adjust for all prognostic factors
-
had uncertain outcomes
-
only included a pairwise comparison so excluded abiraterone and enzalutamide monotherapies.
-
The proportional hazards NMA had non-proportionality in the network, although it did allow for all treatments to be included in the NMA and for randomisation to be preserved.
-
The fractional polynomial NMA relaxed the proportional hazards assumption but did not converge for OS so did not provide usable outcomes.
At the first meeting, the committee wanted to see further analysis using methods that preserve randomisation and can model flexible hazards over time to overcome the non-proportional hazards issue in the proportional hazards NMA. These approaches should allow for all comparators to be included within 1 analysis. The committee suggested considering alternative approaches (see NICE's Decision Support Unit technical support document 18 on methods for population-adjusted indirect comparisons) such as multilevel network meta-regressions. In response to consultation, the company stated that the committee's preference of exploring a multilevel network meta-regression was unlikely to provide valid relative efficacy results. This was because more parameters would need to be estimated than in the fractional polynomial NMA, so the data was also unlikely to converge (similar to the fractional polynomial NMA). The company provided a fully incremental analysis using the fixed effects model of the proportional hazards NMA to estimate the hazard ratios for olaparib plus abiraterone relative to talazoparib plus enzalutamide. This approach could give relative estimates of rPFS and OS for all comparators, but these would be uncertain. Enzalutamide and abiraterone were considered clinically equivalent in the fully incremental analysis (see section 3.9). The committee concluded that although the proportional hazards NMA provided estimates for the fully incremental analysis, all of the indirect treatment comparisons were highly uncertain.