| Literature DB >> 35642015 |
Yu Kondo1,2, Tomoya Tachi3, Takayoshi Sakakibara4, Jun Kato4, Takahito Mizuno4, Yoshio Miyake4, Hitomi Teramachi5.
Abstract
BACKGROUND: Olanzapine has been shown to have an additive effect on the three-drug antiemetic therapy consisting of aprepitant, palonosetron, and dexamethasone, in a highly emetogenic cisplatin-containing chemotherapy. Although olanzapine may be more economical than aprepitant or palonosetron, an adequate cost-efficacy analysis has not been conducted.Entities:
Keywords: Chemotherapy-induced nausea and vomiting; Cost-effectiveness; Cost-utility analysis; Highly emetogenic chemotherapy; Olanzapine
Year: 2022 PMID: 35642015 PMCID: PMC9158179 DOI: 10.1186/s40780-022-00246-x
Source DB: PubMed Journal: J Pharm Health Care Sci ISSN: 2055-0294
Fig. 1Decision-analytic model for cost-utility analysis. The decision tree shows the four possible health states that a model patient can experience after receiving an antiemetic regimen. Olanzapine-containing regimen comprised dexamethasone, palonosetron, aprepitant, and olanzapine
Utility values for model patient’s outcomes and health state probabilities in the model
| Parameters | Base case | Distribution type for PSA | Reference |
|---|---|---|---|
| Utility weight | |||
| Complete control | 0.827 (0.816 ~ 0.837) | Beta (Mean = 0.827, SE = 0.006) | [ |
| Incomplete control | 0.605 (0.454 ~ 0.756) | Beta (Mean = 0.222, SE = 0.077) | [ |
| Disutility due to drowsiness | 0.090 (0.050 ~ 0.120) | Beta (Mean = 0.090, SE = 20% of base case) | [ |
| Probabilities | |||
| Complete control in acute phase in olanzapine regimen | 0.941 (0.911 ~ 0.963) | Beta (α = 333, ß = 21) | [ |
| Complete control in acute phase in non-olanzapine regimen | 0.880 (0.842 ~ 0.912) | Beta (α = 309, ß = 42) | [ |
| Complete control in delayed phase in olanzapine regimen | 0.780 (0.733 ~ 0.822) | Beta (α = 276, ß = 78) | [ |
| Complete control in delayed phase in non-olanzapine regimen | 0.635 (0.583 ~ 0.686) | Beta (α = 223, ß = 128) | [ |
| Drowsiness in olanzapine regimen | 0.430 (0.380 ~ 0.480) | Beta (α = 153, ß = 202) | [ |
| Drowsiness in non-olanzapine regimen | 0.330 (0.280 ~ 0.380) | Beta (α = 116, ß = 235) | [ |
PSA Probabilistic sensitivity analysis
Costs of drugs and rescue treatment
| Study drug costs | Cost (JPY) | Distribution type for PSA | Reference |
|---|---|---|---|
| Olanzapine 5.0 mg (oral) | 150.4 (28.9 ~ 150.4) | Did not vary | NHI price list |
| Aprepitant 125 mg (oral) | 1659.4 | Did not vary | NHI price list |
| Aprepitant 80 mg (oral) | 1125.0 | Did not vary | NHI price list |
| Palonosetron 0.75 mg (intravenous) | 5349.0 | Did not vary | NHI price list |
| Dexamethasone 4.0 mg (oral) | 29.9 | Did not vary | NHI price list |
Non-olanzapine regimen (APR + PALO + DEX) | 9527.5 | Did not vary | NHI price list |
Olanzapine regimen (OLA + APR + PALO + DEX) | 10,129.1 (9643.1 ~ 10,129.1) | Did not vary | NHI price list |
Rescue treatments (IC for acute phase) | 833.8 (167.1 ~ 1500.5) | Normal (Mean = 833.8, SE = 340.1) | [ |
Rescue treatments (CC for acute phase, IC for delayed phase) | 286.5 (97.3 ~ 475.7) | Normal (Mean = 286.5, SE = 96.5) | [ |
Non-olanzapine regimen comprised 12 mg Dexamethasone on Day 1 and 8 mg on Days 2–4, 0.75 mg palonosetron on Day 1, 125 mg aprepitant on Day 1 and 80 mg on Days 2 and 3
APR aprepitant, CC complete control, CI confidence interval, DEX dexamethasone, IC incomplete control, JPY Japanese Yen, NHI National Health Insurance, OLA olanzapine, PALO palonosetron, PSA probabilistic sensitivity analysis
Fig. 2The result of one-way sensitivity analysis. One-way sensitivity analysis represents the influence of each parameter on the model. ICER, incremental cost-effectiveness ratio; JPY: Japanese Yen; QALY, quality-adjusted life-year
Fig. 3Scatter plot showing results of probabilistic sensitivity analysis. In the Scatter plot, a point that exists to the lower right of the WTP threshold and has positive incremental effectiveness is cost-effective. ICER, incremental cost-effectiveness ratio; JPY, Japanese Yen, QALY, quality-adjusted life year; WTP, willingness-to-pay
Fig. 4Cost-effectiveness acceptability curve. JPY, Japanese Yen, QALY, quality-adjusted life year; WTP, willingness-to-pay