Ontology highlight
ABSTRACT: Objective
The phase III POLO trial demonstrated that olaparib as maintenance therapy for metastatic pancreatic cancer patients with a germline BRCA mutation had greater efficacy than placebo, but maintenance olaparib places an economic burden on patients. This study evaluated the cost-effectiveness of olaparib as maintenance therapy based on the POLO trial (NCT02184195).Methods
A three-state Markov model (progression-free survival [PFS], progressive disease [PD] and death) based on data from the POLO trial was used to estimate the incremental cost-effectiveness ratio (ICER) of maintenance olaparib versus placebo for metastatic pancreatic cancer patients with a germline BRCA mutation. The cost was evaluated from the Chinese society's perspective, and health outcomes were assessed in terms of quality-adjusted life years (QALYs). The primary outcome was the ICER gained in terms of 2019 US$ per QALY. Model robustness was explored with one-way and probabilistic sensitivity analyses.Results
Compared with placebo, maintenance olaparib increased costs by $23,544.35 while gaining 0.69 QALYs, resulting in an ICER of $34,122.25 per QALY. The ICER was far higher than the commonly accepted willingness-to-pay threshold ($28,255.55 per QALY).Conclusion
Compared with placebo, maintenance olaparib for metastatic pancreatic cancer patients with a germline BRCA mutation is not cost-effective in China.
SUBMITTER: Zhan M
PROVIDER: S-EPMC7751318 | biostudies-literature | 2020
REPOSITORIES: biostudies-literature
Zhan Mei M Zheng Hanrui H Yang Yu Y He Zhiyao Z Xu Ting T Li Qiu Q
Cancer management and research 20201216
<h4>Objective</h4>The phase III POLO trial demonstrated that olaparib as maintenance therapy for metastatic pancreatic cancer patients with a germline BRCA mutation had greater efficacy than placebo, but maintenance olaparib places an economic burden on patients. This study evaluated the cost-effectiveness of olaparib as maintenance therapy based on the POLO trial (NCT02184195).<h4>Methods</h4>A three-state Markov model (progression-free survival [PFS], progressive disease [PD] and death) based ...[more]