| Literature DB >> 33226431 |
Natalia Kunst1,2,3,4, Shi-Yi Wang2,5, Annette Hood6, Sarah S Mougalian2,7, Michael P DiGiovanna7, Kerin Adelson7, Lajos Pusztai7.
Abstract
Importance: The neoadjuvant treatment options for ERBB2-positive (also known as HER2-positive) breast cancer are associated with different rates of pathologic complete response (pCR). The KATHERINE trial showed that adjuvant trastuzumab emtansine (T-DM1) can reduce recurrence in patients with residual disease compared with patients treated with trastuzumab; however, T-DM1 and other ERBB2-targeted agents are costly, and understanding the costs and health consequences of various combinations of neoadjuvant followed by adjuvant treatments in the United States is needed. Objective: To examine the costs and disease outcomes associated with selection of various neoadjuvant followed by adjuvant treatment strategies for patients with ERBB2-positive breast cancer. Design, Setting, and Participants: In this economic evaluation, a decision-analytic model was developed to evaluate various neoadjuvant followed by adjuvant treatment strategies for women with ERBB2-positive breast cancer from a health care payer perspective in the United States. The model was informed by the KATHERINE trial, other clinical trials with different regimens from the KATHERINE trial, the Flatiron Health Database, McKesson Corporation data, and other evidence in the published literature. Starting trial median age for KATHERINE patients was 49 years (range, 24-79 years in T-DM1 arm and 23-80 years in trastuzumab arm). The model simulated patients receiving 5 different neoadjuvant followed by adjuvant treatment strategies. Data analyses were performed from March 2019 to August 2020. Exposure: There were 4 neoadjuvant regimens: (1) HP: trastuzumab (H) plus pertuzumab (P), (2) THP: paclitaxel (T) plus H plus P, (3) DDAC-THP: dose-dense anthracycline/cyclophosphamide (DDAC) plus THP, (4) TCHP: docetaxel (T) plus carboplatin (C) plus HP. All patients with pCR, regardless of neoadjuvant regimen, received adjuvant H. Patients with residual disease received different adjuvant therapies depending on the neoadjuvant regimen according to the 5 following strategies: (1) neoadjuvant DDAC-THP followed by adjuvant H, (2) neoadjuvant DDAC-THP followed by adjuvant T-DM1, (3) neoadjuvant THP followed by adjuvant DDAC plus T-DM1, (4) neoadjuvant HP followed by adjuvant DDAC/THP plus T-DM1, or (5) neoadjuvant TCHP followed by adjuvant T-DM1. Main Outcomes and Measures: Lifetime costs in 2020 US dollars and quality-adjusted life-years (QALYs) were estimated for each treatment strategy, and incremental cost-effectiveness ratios were estimated. A strategy was classified as dominated if it was associated with fewer QALYs at higher costs than the alternative.Entities:
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Year: 2020 PMID: 33226431 PMCID: PMC7684449 DOI: 10.1001/jamanetworkopen.2020.27074
Source DB: PubMed Journal: JAMA Netw Open ISSN: 2574-3805
Figure 1. Structure of Decision Tree
Squares indicate decision nodes; circles, event (ie, chance) nodes; DDAC, dose dense anthracycline/cyclophosphamide; DDAC/THP, DDAC followed by paclitaxel, trastuzumab, and pertuzumab; H, trastuzumab; HP, trastuzumab and pertuzumab; pCR, pathologic complete response; TCHP, docetaxel, carboplatin, trastuzumab, and pertuzumab; T-DM1, trastuzumab emtansine; and THP, paclitaxel, trastuzumab, and pertuzumab triplet.
Figure 2. Structure of State-Transition Markov Model
All patients started in the recurrence-free health state and were at risk of developing local recurrence or distant recurrence. In strategies 1-4, all patients who received chemotherapy were also at risk of developing acute myeloid leukemia or congestive heart failure (CHF), health states that represent long-term toxic effects from chemotherapy. The model has 4 absorbing health states for breast cancer–related, acute myeloid leukemia–related, CHF-related, and age-dependent other-cause death. The 2 absorbing health states, acute myeloid leukemia–related death and CHF-related death, are presented together.
Input Parameters for Decision-Analytic Model
| Input parameters | Value | Probability distribution |
|---|---|---|
| Proportion of patients with pCR after neoadjuvant treatment, % | ||
| HP | 16.8 | β (α = 18.00; β = 89.00) |
| THP | 45.8 | β (α = 49.00; β = 58.00) |
| DDAC/THP | 56.5 | β (α = 78.00; β = 60.00) |
| TCHP | 52.5 | β (α = 115.00; β = 104.00) |
| Distant recurrence | ||
| 3-y distant recurrence probability with H with residual disease (reference group), % | 15.9 | β (α = 118.00; β = 625.00) |
| RR by adjuvant treatment | ||
| T-DM1 with residual disease | 0.60 | Log normal (μ = −0.51; σ = 0.09) |
| DDAC/THP followed by T-DM1 with residual disease | 0.52 | Truncated normal (a = 0.18; b = 0.60) |
| DDAC followed by T-DM1 with residual disease | 0.40 | Truncated normal (a = 0.18; b = 0.60) |
| H with pCR | 0.18 | Log normal (μ = −1.70; σ = 0.18) |
| Local recurrencec | ||
| 3-y locoregional recurrence probability for H with residual disease (reference group), % | 4.6 | β (α = 34.00; β = 709.00) |
| RR by adjuvant treatment | ||
| All treatments with residual disease other than H | 0.24 | Log normal (μ = −1.43; σ = 0.11) |
| H with pCR | 0.24 | Log normal (μ = −1.43, σ = 0.11) |
| Subsequent distant recurrence after initial local recurrence | ||
| 10-y probability, % | 18.9 | β (α = 13.00; β = 56.00) |
| Survival and mortality parameters | ||
| Median survival, mo | ||
| With distant recurrence | 38 | Normal (38.00; 4.08) |
| With acute myeloid leukemia | 8 | Normal (8.00; 2.00) |
| Mortality recurrence-free state | Background mortality, life table, age-dependent | NA |
| Annual risk of death due to CHF, % | 12.7% | β (α = 69.93; β = 488.07) |
| CHF | ||
| 1-y probability in patients with non-AC chemotherapy (reference group), % | 3.7 | β (α = 100.32; β = 2647.72) |
| RR for AC chemotherapy | 1.26 | Log normal (μ = 0.23; σ = 0.08) |
| Acute myeloid leukemia | ||
| 1-y probability in patients with no chemotherapy (reference group), % | 0.1% | β (α = 138.30; β = 197 505.60) |
| RR for non-AC chemotherapy | 0.88 | Log normal (μ = −0.13; σ = 0.35) |
| RR for AC chemotherapy | 1.68 | Log normal (μ = 0.52; σ = 0.28) |
| Neoadjuvant treatment regimen | ||
| HP | 64 389 | γ (α = 25.00; β = 2575.56) |
| THP | 65 428 | γ (α = 25.00; β = 2617.10) |
| DDAC/THP | 106 787 | γ (α = 25.00; β = 4271.49) |
| TCHP | 153 257 | γ (α = 25.00; β = 6130.28) |
| Adjuvant treatment regimen | ||
| H | 108 995 | γ (α = 25.00; β = 4359.78) |
| T-DM1 | 157 871 | γ (α = 25.00; β = 6314.82) |
| DDAC/THP followed by T-DM1 | 264 658 | γ (α = 25.00; β = 10586.32) |
| DDAC followed by T-DM1 | 199 230 | γ (α = 25.00; β = 7969.21) |
| Adjuvant H after neoadjuvant TCHP | 93 424 | γ (α = 25.00; β = 3736.96) |
| Adjuvant T-DM1 after neoadjuvant TCHP | 135 318 | γ (α = 25.00; β = 5412.70) |
| Locoregional recurrence | ||
| First y | 21 005 | γ (α = 25.00; β = 840.20) |
| After first y | 2335 | γ (α = 25.00; β = 93.41) |
| Distant recurrence | ||
| Annual cost of care | 144 865 | γ (α = 25.00; β = 5794.62) |
| Chemotherapy toxic effects | ||
| Initial CHF treatment | 36 748 | γ (α = 25.00; β = 1469.92) |
| Annual CHF care | 7035 | γ (α = 25.00; β = 281.40) |
| Lifetime treatment of acute myeloid leukemia | 21 345 | γ (α = 2530.10; β = 1/8.44) |
| Utilities of health states | ||
| First y recurrence free | 0.79 | β (α = 87.73; β = 24.17) |
| Second y and after | ||
| Without recurrence | 0.83 | β (α = 39.01; β = 8.33) |
| With local recurrence | 0.72 | β (α = 89.85; β = 34.60) |
| With distant recurrence | 0.53 | β (α = 4.61; β = 4.13) |
| With CHF | 0.71 | β (α = 72.38; β = 29.57) |
| With acute myeloid leukemia | 0.26 | β (α = 9.13; β = 25.98) |
| Last y with distant recurrence before death | 0.16 | β (α = 5.00; β = 26.26) |
Abbreviations: CHF, congestive heart failure; DDAC, dose-dense anthracycline/cyclophosphamide; DDAC/THP, dose-dense anthracycline/cyclophosphamide followed by paclitaxel, trastuzumab, and pertuzumab; H, trastuzumab; HP, trastuzumab and pertuzumab; NA, not applicable; pCR, pathologic complete response; RR, relative risk; TCHP, docetaxel, carboplatin, trastuzumab, and pertuzumab; T-DM1, trastuzumab emtansine; THP, paclitaxel, trastuzumab, and pertuzumab triplet.
Probability distributions of clinical and utility parameters were informed with summary statistics. For most cost parameters, no summary statistics were available, and we therefore assumed a 20% SE.
This estimate was obtained using estimates for estrogen receptor–positive cancer and estrogen receptor–negative cancer and the proportion of patients with each type in the KATHERINE trial.
We converted risks of recurrence, acute myeloid leukemia, and CHF to 1-year probabilities and used these in the model in the form of RRs.
This is an assumption because of a lack of data for this setting. We assumed that the true value was between a 5-year probability of distant recurrence of 5% in patients with pCR receiving H (from Symmans et al[4]) for the proportion of patients who would have achieved pCR if treated with neoadjuvant DDAC/THP and a 3-year probability of distant recurrence for patients with residual disease receiving T-DM1 (from von Minckwitz et al[8]).
A log-normal distribution was also examined for RR of distant recurrence for adjuvant DDAC/THP followed by T-DM1 with residual disease and RR of distant recurrence for adjuvant DDAC followed by T-DM1 with residual disease. We found that applying the log-normal distribution to these parameters did not alter the cost-effectiveness results of our study, and we assumed that the truncated normal distribution would better reflect assumptions of our study and characterize uncertainty in these parameters.
There is no data on probability of local recurrence in patients with residual disease receiving DDAC/THP followed by T-DM1 or DDAC followed by T-DM1. Thus, we made a conservative assumption that it was equal to T-DM1 alone.
Patients with pCR receiving H have a better prognosis than patients with residual disease receiving H. Thus, the local recurrence probability in the group H with pCR cannot be higher than the local recurrence probability in the group receiving H with residual disease. Gianni et al[5] reported higher local recurrence probabilities for patients with pCR because that study enrolled a higher-risk population at baseline than the KATHERINE trial. Consequently, we based the estimates of the local-recurrence probabilities for patients receiving H with pCR on the KATHERINE trial and assumed that these estimates were the same as estimates for the group receiving H with residual disease.
The estimate was calculated using the number of patients who developed subsequent distant recurrence after an initial local recurrence during a 10-year period of the study by Wapnir et al.[34]
All costs are expressed in 2020 US dollars. When necessary, we inflated unit costs to 2020 US dollars using the Consumer Price Index.
We used drug-pricing data from McKesson Corporation to calculate the costs of each treatment regimen.
A mean of local and regional recurrence provided by Schousboe et al[29] and inflated with Consumer Price Index from January 2008 to January 2020.
The cost of distant-recurrence health state was estimated using the Flatiron Health Database for use of treatment regimens among patients with metastatic breast cancer and drug-pricing data from McKesson Corporation. We used utilization data for patients diagnosed after the Food and Drug Administration approval of T-DM1 (ie, March 2017 to July 2019).
Cost-effectiveness Results for Base-Case Analysis and Subgroup Analyses
| Strategy | Costs, $ | QALYs | Incremental | ICER ($/QALY) | |
|---|---|---|---|---|---|
| Costs, $ | QALYs | ||||
| Strategy 3 | 415 833 | 10.73 | NA | NA | Optimal strategy |
| Strategy 2 | 452 034 | 10.22 | 36 201 | −0.51 | Dominated |
| Strategy 1 | 479 226 | 9.67 | 63 393 | −1.06 | Dominated |
| Strategy 5 | 489 449 | 10.66 | 73 616 | −0.07 | Dominated |
| Strategy 4 | 518 859 | 10.31 | 103 026 | −0.42 | Dominated |
| Strategy 3 | 433 411 | 10.59 | NA | NA | Cost-effective strategy |
| Strategy 2 | 443 837 | 10.31 | 10 426 | −0.28 | Dominated |
| Strategy 5 | 485 311 | 10.73 | 51 900 | 0.14 | 370 714 |
| Strategy 1 | 490 409 | 9.53 | 5098 | −1.20 | Dominated |
| Strategy 4 | 524 681 | 10.34 | 39 370 | −0.39 | Dominated |
| Strategy 3 | 382 103 | 11.02 | NA | NA | Cost-effective strategy |
| Strategy 2 | 402 702 | 10.62 | 20 599 | −0.40 | Dominated |
| Strategy 1 | 420 985 | 10.31 | 38 882 | −0.71 | Dominated |
| Strategy 5 | 443 039 | 11.09 | 60 936 | 0.07 | 870 514 |
| Strategy 4 | 482 268 | 10.59 | 39 229 | −0.50 | Dominated |
Abbreviations: ER, estrogen receptor; ICER, incremental cost-effectiveness ratio; NA, not applicable; QALY, quality-adjusted life-year.
Definitions of ICER, dominated status, and willingness-to-pay thresholds included in Methods.
Neoadjuvant paclitaxel, trastuzumab, and pertuzumab triplet followed by adjuvant dose-dense anthracycline/cyclophosphamide plus trastuzumab emtansine for patients with residual disease and by adjuvant trastuzumab for patients with pathologic complete response.
The treatment regimen called the optimal strategy is a so-called dominant strategy, which leads to the highest health benefits (ie, greatest QALYs) at least costs across all considered treatment regimens.
Neoadjuvant dose-dense anthracycline/cyclophosphamide followed by paclitaxel, trastuzumab, and pertuzumab followed by adjuvant trastuzumab emtansine for patients with residual disease and followed by adjuvant trastuzumab for patients with pathologic complete response.
Neoadjuvant dose-dense anthracycline/cyclophosphamide followed by paclitaxel, trastuzumab, and pertuzumab followed by adjuvant trastuzumab for patients with residual disease and for patients with pathologic complete response.
Neoadjuvant docetaxel, carboplatin, trastuzumab, and pertuzumab followed by adjuvant trastuzumab emtansine for patients with residual disease and followed by adjuvant trastuzumab for patients with partial complete response.
Neoadjuvant trastuzumab and pertuzumab followed by adjuvant dose-dense anthracycline/cyclophosphamide followed by paclitaxel, trastuzumab, and pertuzumab plus trastuzumab emtansine for patients with residual disease and followed by adjuvant trastuzumab for patients with pathologic complete response.
The ICER exceeds the willingness-to-pay thresholds of $50 000/QALY, $100 000/QALY, and $150 000/QALY considered in the present study.
Figure 3. Cost-effectiveness Acceptability Curves and Frontier
Frontier indicates the cost-effectiveness acceptability frontier used to evaluate the probability that the strategy with the highest net benefit is cost effective; strategy 1, neoadjuvant dose-dense anthracycline/cyclophosphamide followed by paclitaxel, trastuzumab, and pertuzumab followed by adjuvant trastuzumab for patients with residual disease and for patients with pathologic complete response; strategy 2, neoadjuvant dose-dense anthracycline/cyclophosphamide followed by paclitaxel, trastuzumab, and pertuzumab followed by adjuvant trastuzumab emtansine for patients with residual disease and followed by adjuvant trastuzumab for patients with pathologic complete response; strategy 3, neoadjuvant paclitaxel, trastuzumab, and pertuzumab triplet followed by adjuvant dose-dense anthracycline/cyclophosphamide plus trastuzumab emtansine for patients with residual disease and by adjuvant trastuzumab for patients with pathologic complete response; strategy 4, neoadjuvant trastuzumab and pertuzumab followed by adjuvant dose-dense anthracycline/cyclophosphamide followed by paclitaxel, trastuzumab, and pertuzumab plus trastuzumab emtansine for patients with residual disease and followed by adjuvant trastuzumab for patients with pathologic complete response; strategy 5, neoadjuvant docetaxel, carboplatin, trastuzumab, and pertuzumab followed by adjuvant trastuzumab emtansine for patients with residual disease and followed by adjuvant trastuzumab for patients with partial complete response; and QALY, quality-adjusted life year.