Data source |
Searching strategy |
Pubmed |
("artificial intelligence" OR "AI" OR "deep learning" OR "machine learning") AND ("diabetic retinopathy" OR "DR" OR "diabetic macular edema" OR "diabetic macular oedema") AND ("economic outcomes" OR "economic evaluation" OR "cost-effectiveness" OR "cost-utility") |
Scopus |
TITLE-ABS-KEY(("economic outcomes" OR "economic evaluation" OR "cost-effectiveness" OR "cost-utility") AND ("artificial intelligence" OR "AI" OR "deep learning" OR "machine learning") AND ("diabetic retinopathy" OR "DR" OR "diabetic macular edema" OR "diabetic macular oedema")) |
Cochrane Library |
("artificial intelligence" OR "AI" OR "deep learning" OR "machine learning") AND ("diabetic retinopathy" OR "DR" OR "diabetic macular edema" OR "diabetic macular oedema") AND ("economic outcomes" OR "economic evaluation" OR "cost-effectiveness" OR "cost-utility") |
Web of Science |
("artificial intelligence" OR "AI" OR "deep learning" OR "machine learning") AND ("diabetic retinopathy" OR "DR" OR "diabetic macular edema" OR "diabetic macular oedema") AND ("economic outcomes" OR "economic evaluation" OR "cost-effectiveness" OR "cost-utility") |
NHS Economic Evaluation Database |
"artificial intelligence" OR "AI" OR "deep learning" OR "machine learning") AND ("diabetic retinopathy" OR "DR" OR "diabetic macular edema" OR "diabetic macular oedema" |
CEA Registry |
("artificial intelligence" OR "AI" OR "deep learning" OR "machine learning") AND ("diabetic retinopathy" OR "DR" OR "diabetic macular edema" OR "diabetic macular oedema") |
Additional search from review and reference |
1 preprint 2 from reference of a relevant systematic review |
Studies reported means and its dispersion measure (SD/SE) for costs (C), effective (E), ΔC, ΔE, and ICER/ICUR. INB and its variance can be calculated directly from any of the formulas: Var(INB) = K2σ2ΔE + σ2ICER, or Var(INB) = K2σ2ΔE + σ2ΔC – 2KρΔCΔE, Where σ2ΔC, σ2ΔE, ρΔ𝐸Δ𝐶 are variances of ΔC and ΔE and their covariance, and σ2ICER is variance of ICER. |
|
SCENARIO 2: |
Studies reported ICER/ICUR along with its 95% CI. The variance of ICER can be calculated by the formulas below: 95% CI (μICER) = μmean ICER+1.96*SE ICER, than the variance of INB can be calculated from: Var(INB) = K2σ2ΔE + σ2ICER. |
SCENARIO 3: |
Studies reported means along with measures of dispersion (95% CI, SD/SE) of C, E, or ΔC/ΔE, but not ICER/ICUR. INB and its variance can be calculated from the formulas: Var(INB) = K2σ2ΔE + σ2ICER, or Var(INB) = K2σ2ΔE + σ2ΔC – 2KρΔCΔE. Data are used to simulate C/ΔC and E/ΔE with 1000 replications using Monte Carlo methods with gamma and normal distributions for C/ΔC and E/ΔE, respectively. |
SCENARIO 4: |
Studies reported only CE-plane. Individual values of ΔC and ΔE data can be manually extracted from the CE plane using Web-Plot-Digitizer software. Then, means of ΔC, ΔE, and their variances and covariances can be estimated accordingly. INB and its variance can be calculated from the formulas: Var(INB) = K2σ2ΔE + σ2ΔC – 2KρΔCΔE. |
Scenario 5: |
Studies did not report neither dispersion nor the CE-plane, but only provide the deterministic analysis means (or point estimates) of costs, outcomes, and ICER. Dispersion measures can be borrowed from a similar study if: it is in the same income stratum; or has a similar model type and inputs (perspective, discounting, time horizon); or compares the same intervention and comparator over a similar time period and region; or has ICERs within ±50% to 75% of each other. If multiple studies qualify, the average of their variances can be used. |
Data were prepared for pooling based on five scenarios as follows.
Type of bias |
Hu, 2024 |
Srisubat, 2023 |
Lin, 2023 |
Li, Preprint |
Li, 2023 |
Chawla, 2023 |
Huang, 2022 |
Gomez, 2022 |
Fuller, 2022 |
|
PART A. Overall checklist for bias in economic evaluation |
||||||||||
1. Narrow perspective bias |
N |
N |
N |
N |
N |
N |
N |
N |
N |
|
2. Inefficient comparator biasa |
N |
N |
N |
N |
N |
N |
N |
N |
N |
|
3. Cost measurement omission |
N |
N |
N |
N |
N |
N |
N |
N |
N |
|
4. Intermittent data collection |
N |
N |
N |
N |
N |
N |
N |
N |
N |
|
5. Invalid valuation bias |
N |
N |
N |
N |
N |
N |
N |
N |
N |
|
6. Ordinal ICER bias |
N |
N |
N |
N |
N |
N |
N |
N |
N |
|
7. Double-counting bias |
N |
N |
N |
N |
N |
N |
N |
N |
N |
|
8. Inappropriate discounting |
N |
N |
N |
N |
N |
N |
N |
N |
N |
|
9. Limited sensitivity analysisb |
N |
N |
P |
P |
P |
P |
N |
P |
P |
|
10. Sponsor bias |
N |
N |
N |
N |
N |
N |
N |
N |
N |
|
11. Reporting and dissemination bias |
U |
U |
U |
U |
U |
U |
U |
U |
U |
|
PART B. Model-specific aspects of bias in economic evaluation |
||||||||||
I: Bias related to structure |
||||||||||
12. Structural assumptions |
N |
N |
N |
N |
N |
N |
N |
N |
N |
|
13. No treatment comparatora |
N |
N |
N |
N |
N |
N |
N |
N |
N |
|
14. Wrong model bias |
N |
N |
N |
N |
N |
N |
N |
N |
N |
|
15. Limited time horizon bias |
P |
Y |
P |
P |
P |
P |
P |
N |
Y |
|
II: Bias related to data |
||||||||||
16. Bias related to data identification |
N |
N |
N |
P |
U |
P |
P |
U |
U |
|
17. Bias related to baseline data |
N |
N |
N |
N |
N |
N |
N |
N |
N |
|
18. Bias related to treatment effects |
N |
N |
N |
N |
N |
N |
N |
N |
N |
|
19. Bias related to quality of-life weights (utilities) |
N |
N |
N |
N |
N |
N |
N |
N |
N |
|
20. Non-transparent data incorporation bias |
N |
N |
N |
P |
U |
P |
P |
U |
U |
|
21. Limited scope biasb |
N |
N |
P |
P |
P |
P |
N |
P |
P |
|
III: Bias related to consistency |
||||||||||
22. Bias related to internal consistency |
U |
U |
U |
U |
U |
U |
U |
U |
U |
|
Overall |
Low |
Low |
Moderate |
High |
Moderate |
High |
High |
Moderate |
Moderate |
WTP: willingness to pay; Se: sensitivity; Sp: specificity; HIC: high income countries; U/LMIC: upper-middle/ lower-middle income countries; DL: deep learning system; FARIS: fully automated a c retinal image screening; ARIAS: automated retinal image analysis systems; DL : Eyetelligence; DL: EyeWisdom; DL : EyeArt 2.0; DLd: IDx-DR and EyeArt 2.0; NA: not applicable.
Meta-analysis
|
No. of studies / No. of comparison |
INB (95% CI) |
I-squared |
|
High-income countries |
||||
Overall |
3/3 |
615.77 (558.27, 673.27) * |
25.3% |
|
Time horizon>5 |
2/2 |
620.99 (562.65, 679.32) * |
0.00% |
|
Excluding high risk of bias studies |
2/2 |
55.8% |
||
Excluding scenario 5 |
2/2 |
620.99 (562.65, 679.32) * |
0.00% |
|
Upper or low-middle income countries |
||||
Overall |
4/5 |
1739.97 (423.13, 3056.82) * |
54.4% |
|
Excluding high risk of bias studies |
3/3 |
395.92 (-1715.57, 2507.40) |
56.4% |
|
Excluding scenario 5 |
2/2 |
395.92 (-1715.57, 2507.40) |
56.4% |
*P < 0.05.
Meta-analysis
|
No. of studies / No. of comparison |
INB (95% CI) |
I-squared |
Upper or Low-middle income countries |
|||
Overall |
4/6 |
5102.33 (-815.47, 11020.13) |
92.8% |
Excluding high risk of bias studies |
3/4 |
4775.51 (-4935.97, 14486.99) |
94.9% |
Excluding scenario 5 |
3/4 |
4775.51 (-4935.97, 14486.99) |
94.9% |
Manual Screening |
4/4 |
1506.87 (-1986.74, 5000.48) |
64.5% |
Excluding scenario 5 |
3/3 |
-308.42 (-1196.64, 579.80) |
0 |
Excluding high risk of bias studies |
3/3 |
-308.42 (-1196.64, 579.80) |
0 |
No Screening |
2/2 |
11906.00 (-910.58, 24722.59) |
93.2% |
Excluding scenario 5 |
1/1 |
18445.20 (13723.72, 23166.67) |
/ |
*P < 0.05.
Perspective |
Covariates |
Coefficient (95%CI) |
P value |
Societal |
Status quo (Manual screening) |
-10,351.72 (-19,736.72, -966.73) |
0.031 |
|
AI sensitivity |
48,900.43 (-44,247.92, -142,048.80) |
0.304 |
|
AI specificity |
39,390.44 (-45,889.74, 124,670.60) |
0.866 |
Health care |
Status quo (Manual screening) |
-3,080.86 (-5,463.93, -697.80) |
0.011 |
|
AI sensitivity |
-6,309.70 (-34,767.00, 22,417.61) |
0.664 |
|
AI specificity |
24,851.28 (2,224.57, 47,477.99) |
0.031 |
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