This systematic review evaluates data extraction errors in diagnostic meta-analyses and extent to which such errors affect results of meta-analyses.
Key Points
Question
How common are data extraction errors in diagnostic meta-analyses, and to what extent do they affect results of meta-analyses?
Findings
In this systematic review including 46 systematic reviews, 879 diagnostic comparisons, and 6173 primary studies, data extraction could not be reproduced in 338 of 6173 trials, and 34 of 46 Cochrane reviews and 137 of 414 diagnostic meta-analyses had at least 1 data extraction error. No significant systematic bias was detected when such errors were corrected.
Meaning
These findings suggest that adherence to a rigorous data extraction process remains a priority, and authors of systematic reviews should balance the robustness and interpretability when selecting diagnostic performance measures.
Abstract
Importance
Systematic reviews (SRs) are often characterized as being inherently reproducible; however, errors arising from the evidence synthesis process can compromise this assumption and lead to reproducibility failure.
Objective
To investigate the data extraction errors in diagnostic meta-analyses and the extent to which such errors affect the results of meta-analyses.
Evidence Review
We included SRs with diagnostic meta-analyses from the Cochrane Library filtered by diagnostic up to May 2023. Data used in the original meta-analyses were extracted from the included SRs and independently reproduced from primary studies. Data extraction errors were identified by comparing datasets and classified by potential mechanism. To assess the consequences, we reanalyzed the meta-analyses using error-corrected data with the same effect estimators and methods. The primary outcomes were the proportions of data extraction errors at the trial, meta-analysis, and SR levels. The secondary outcome was the consequences for diagnostic performance measures (eg, sensitivity, specificity, diagnostic odds ratio [DOR], and area under the curve [AUC]). Analysis was conducted between March and June 2026.
Findings
A total of 46 SRs, 879 diagnostic comparisons, and 6173 primary studies were included. Data extraction could not be reproduced in 338 studies (5.5%) and affected 137 diagnostic meta-analyses (33.1%) and 34 SRs (73.9%). Numerical error (ie, incorrect values) and inferential error (ie, incorrect derivation from statistics) were the most prevalent error types, accounting for 166 of 412 (40.3%) and 140 of 412 (34.0%) errors, respectively. Mismatching error (ie, mismatching data to groups; 69 of 412 errors [16.7%]) and conceptual error (ie, misaligned reference details; 37 of 412 [9.0%]) were also identified. Among 137 reproduced meta-analyses, large changes were observed in 0.7% meta-analyses for sensitivity (absolute differences, >0.20), 3.6% for DOR (fold-changes, >5.0), and 2.9% for AUC (absolute differences, >0.10). Regression analysis of error location showed that combined false-positive and true-negative errors were associated with higher likelihood of moderate or large DOR changes (OR, 1.11; 95% CI, 1.01-1.22).
Conclusions and Relevance
In this SR of diagnostic meta-analyses in Cochrane reviews, data extraction errors were common and differentially affected performance measures, highlighting the need to implement rigorous data extraction processes and to consider careful selection of performance measures.
Introduction
Reproducibility underpins the credibility of scientific knowledge. At its core, it requires that the same data and analysis are used to generate the same or reasonably similar results1; when this condition is not met, either due to unavailable data or analytic code or errors arising from the original or reproduction process, reproducibility failure occurs.2,3 Such failure increases uncertainty about the validity of the original findings, and this crisis of confidence has extended across multiple scientific disciplines,4,5,6 including medicine.7,8,9 In health care, reproducibility is more important than ever because such unease propagates beyond individual trials into the broader evidence ecosystem. In this context, evidence synthesis has been proposed as a key mechanism to mitigate inconsistent and conflicting findings and to provide summary effects; its explicit and transparent methodology is widely assumed to render it valid and inherently reproducible.
A growing body of reproducibility studies has challenged this assumption, examining whether evidence synthesis procedures could be fully reproduced. One study by Nguyen et al10 found that 14.0% of meta-analyses were not fully reproduced due to missing information (eg, analytic code). Beyond issues of data and code inaccessibility, only a limited number of studies have attempted to examine the errors arising from review process (ie, search AND data extraction) and assess the consequences of these discrepancies on the findings of meta-analyses.11,12,13,14 Among these steps, data extraction process represents one of the most vulnerable steps, affecting 85% of systematic reviews (SRs) and 67% of meta-analyses.15 Gøtzsche et al16 reported that 63% of meta-analyses of continuous outcomes had at least one data extraction error. Once incorporated into the synthesis, such errors affect the effect estimates and undermine the validity of conclusions.
Understanding the mechanisms of data extraction errors is therefore critical for identifying their sources, as these errors differ in nature across different types of underlying data. The distribution of data extraction errors differs between binary and continuous outcomes; for example, errors are prevalent in the extraction of standard deviation, often arising from back-calculation when data are missing.16,17 Meanwhile, when data tend to be rare and sparse, such as serious harms, extraction errors are more likely to distort effect estimates; approximately 10% of meta-analyses of binary outcomes for medication-harms were substantially affected.15 However, existing evidence has been largely restricted to data from intervention studies with binary outcomes, leaving data extraction errors among interdependent measures (eg, false positive [FP]) in diagnostic test accuracy studies largely unexplored. Among these measures, FP counts are often sparse and approach 0, such that even minor errors could distort the diagnostic estimators and mislead final conclusions.
To address this gap, we leveraged the open-access contingency table data in the Cochrane Library to examine the extent and consequences of data extraction errors in diagnostic meta-analyses. We aimed to propose an empirical taxonomy of data extraction errors to characterize their underlying mechanisms, and to explore the susceptibility of diagnostic performance measures to these errors.
Methods
This study was a systematic review of Cochrane reviews that aimed at investigating the incidence and consequences of data extraction errors in diagnostic effect estimates of meta-analyses. The reporting of this study followed the Reporting Guideline for Overviews of Reviews of Healthcare interventions (PRIOR) guideline18 whenever possible. As this study involved only secondary analysis of publicly available data and did not involve patient-level information, institutional review board approval was not required in accordance with 45 CFR §46.
Data Sources and Literature Screening
We focused on diagnostic meta-analyses in Cochrane reviews, as their publicly accessible trial-level data provide a benchmark for evaluating data extraction errors and facilitating reproducibility.19 In brief, we searched the Cochrane Library filtered by the diagnostic review type, including SRs that used imaging examinations (eg, radiograph) as the index test up to May 2023, and only the latest version of reviews was included. To enable reproducibility, we included only SRs that reported 2-by-2 tables for each included study. Eligible reviews were further restricted to those with meta-analyses synthesizing at least 5 trials to reduce variability arising from random error. Additionally, diagnostic comparisons from these reviews that were not synthesized quantitatively were also included, given that errors could occur regardless of whether data were incorporated into a meta-analysis.
Two authors (P.G. and T.Z.) screened titles and abstracts independently using the online application Rayyan,20 and records excluded by both authors were removed. Full texts of the remaining records were then retrieved and assessed for eligibility with documented detailed reasons for exclusions. Any disagreements were resolved through discussion until consensus was achieved.
Data Collection
The information was collected at 3 levels: the trial level, the meta-analysis level, and the systematic review level. At the trial level, the data were obtained from Review Manager 5 files, which included author, publication year, and metadata, namely true positive (TP), true negative (TN), false negative (FN), and FP in each meta-analysis; at the meta-analysis level, diagnostic performance measures were extracted, including sensitivity, specificity, diagnostic odds ratio (DOR), and area under the curve (AUC); at the systematic review level, we collected authors, country of corresponding authors, year of publication, number of electronic databases searched, number of included trials, number of meta-analyses, quality assessment tools, funding sources (eg, nonprofit), diseases, and updates (yes vs no). Moreover, we collected details of the data extraction process based on the reporting of each systematic review: the number of data extractors involved, whether data templates were used (yes vs not reported), the professional background of data extractors (eg, clinicians), and the methods used to resolve disagreements (eg, third-party adjudication). Data extraction was conducted by paired volunteers independently with cross-checking, and further checked by a lead author (P.G.).
Data Reproduction
Volunteers were trained before formal data extraction, and only those achieving more than 90% accuracy in a pilot study proceeded. To identify the data extraction errors, 11 trained volunteers were required to re-extract the same outcomes included in meta-analyses from the primary studies. Paired volunteers identified the outcomes in primary studies independently and resolved the conflicts. If the trial data reported in the original database were not identical to the data from the primary studies, it was classified as a data extraction error. For each identified error, we recorded the location where the discrepancy occurred between the primary and reproduced extracted data (ie, TP, TN, FP, or FN) and the reasons for nonreproducibility. If full-text sources of primary studies were not accessible, original data were retained under a conservative assumption of no error. A core author (P.G.) and senior methodologists (Z.H. and H.T.) verified and judged whether the errors were attributed to systematic review authors and proposed potential error classifications. Any issues arising from this process were resolved by consensus and group discussion (eFigure 1 in Supplement 1).
Outcomes
The primary outcomes were the proportions of data extraction errors at the trial level, the meta-analysis level, and the systematic review level. The secondary outcomes were the changes in diagnostic performance measures before and after correction (eg, sensitivity, specificity, DOR, and AUC) when the original meta-analyses were reanalyzed using the corrected data, with changes classified as low, moderate, or large based on predefined thresholds to enhance clinical interpretability.
Statistical Analysis
We summarized baseline characteristics of included SRs, with binary outcomes reported as frequencies and proportions and continuous outcomes reported as medians and IQRs. For primary outcomes, we reported data extraction errors at the trial level, the meta-analysis level, and the systematic review level, defined as follows: the proportion of trials in which data extraction errors were identified; the proportion of meta-analyses containing at least 1 trial with a data extraction error; and the proportion of SRs containing at least 1 meta-analysis with a data extraction error. To account for potential clustering arising from different conflict-resolving approaches in data extraction practices, we treated each systematic review as a cluster and estimated the adjusted error rates (AERs) using a generalized linear mixed model (GLMM) with a random intercept for each systematic review.
For the secondary outcomes, we reproduced the meta-analyses with data extraction errors using error-corrected data and the same analytical methods and re-estimated diagnostic performance (eg, sensitivity, specificity, DOR, and AUC). Bland-Altman plots were used to assess the agreement between estimates before and after correction by plotting the difference against their mean to assess systematic bias and variability. Depending on the bounded scale and clinical interpretability of each diagnostic performance measure, we predefined different thresholds for each metric (eFigure 7 and eFigure 8 in Supplement 1). For sensitivity or specificity, absolute changes were classified as low (≤0.05), moderate (>0.05), or large (>0.20) after error correction. For DOR, absolute changes were classified as low (0.50-2.00), moderate (0.20-0.50 or 2.00-5.00), or large (<0.20 or >5.00), considering its multiplicative nature and reflecting fold changes on the log scale. For AUC, absolute changes were classified as low (≤0.05), moderate (>0.05), or large (>0.10) given its constrained distribution. We summarized the proportions of the magnitude of absolute changes classified as low, moderate, and large.
We conducted an exploratory regression analysis to explore association between error locations and the likelihood of moderate or large change in meta-analysis effect estimates. We used a GLMM with a logit link, with magnitude of changes for each diagnostic performance coded as response variable (1 indicates moderate or large changes and 0 indicates low changes) and error locations coded as explanatory variable (1 indicates error present and 0 indicates error absent). For each diagnostic performance measure, only the related error locations were included in the regression (eg, including TP and FN errors for sensitivity), whereas a robust variance estimate was used by treating meta-analysis as a cluster. To explore combined effects of multiple errors within a trial, interaction terms between error locations were included to assess their joint effects. We reported the odds ratio (OR) with 95% CIs as the effect estimate, owing to its portability across baseline risk.21
When original data were unavailable, we treated them as missing values. As a sensitivity analysis, meta-analyses with missing values were excluded and the proportions of data extraction errors were re-estimated. We used Stata/SE version 16.0 (StataCorp LLC) to reproduce meta-analyses and conduct the data analysis with a significance level of α = .05. All analysis was conducted between March and June 2026.
Results
A total of 46 SRs that included 879 diagnostic comparisons and 6173 trials were included22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,61,62,63,64,65,66,67 (Figure 1); and Table 1 presents the characteristics of included reviews. All review protocols drafted a plan for data extraction, and 43 reviews (93.5%) had 2 data extractors. Only 5 reviews (10.9%) reported the professional background of data extractors, and 17 (37.0%) piloted the standard data extraction form. To address conflicts in data extraction, 21 reviews (45.7%) employed adjudication by a third party, 12 reviews (26.1%) resolved conflicts by discussion, and 10 (21.7%) used consensus or arbitration.
Figure 1. Flowchart for Screening Systematic Reviews With Diagnostic Meta-Analyses.

Table 1. Basic Characteristics of Included Diagnostic Systematic Reviews (n = 46).
| Basic characteristics | Systematic reviews, No. (%) (N = 46) |
|---|---|
| Databases searched, median (IQR) | 5 (4-7) |
| Meta-analyses in review, median (IQR) | 4 (2-9) |
| Trials included in review, median (IQR) | 24 (14-47) |
| Geographic areaa | |
| Northern America | 5 (10.9) |
| Asia | 3 (6.5) |
| Eastern European | 33 (71.7) |
| Year of publication | |
| Before 2015 | 5 (10.9) |
| 2015-2020 | 29 (63.0) |
| After 2020 | 12 (26.1) |
| Quality assessment | |
| QUADAS | 7 (15.2) |
| QUADAS-2 | 39 (84.8) |
| Source of funding | |
| Nonindustry funding | 38 (82.6) |
| No funding | 6 (13.0) |
| No information | 2 (4.3) |
| Update of systematic reviews | |
| Yes | 7 (15.2) |
| No | 39 (84.8) |
| No. of data extractors | |
| 2 | 43 (93.5) |
| 3 | 3 (6.5) |
| Background of data extractors | |
| Clinician or methodologist | 5 (10.9) |
| Unclear | 41 (89.1) |
| Resolution for conflicts in data extraction | |
| Third-party adjudication | 21 (45.7) |
| Consensus or arbitration | 10 (21.7) |
| Discussion | 12 (26.1) |
| Unclear | 3 (6.5) |
| Pilot test for standard form | |
| Yes | 17 (37.0) |
| Unclear | 29 (63.0) |
Abbreviation: QUADAS, Quality Assessment of Diagnostic Accuracy Studies.
Geographic areas were classified by country of corresponding authors. Geographic areas were classified by the country of the corresponding authors, taking into account economic and ethnic characteristics.
Reproducibility and Classification of Data Extractions
At the trial level, 338 of 6173 trials (5.5%; AER, 5.5%; 95% CI, 4.9% to 6.0%) could not be reproduced. At the meta-analysis level, 178 of 879 diagnostic comparisons (20.3%; AER, 22.9%; 95% CI, 15.3% to 30.4%) had at least 1 trial with data extraction errors; among comparisons without quantitative synthesis, 44 of 465 of those (8.8%; AER, 8.8%; 95% CI, 6.2% to 11.4%) had at least 1 data extraction error, whereas among comparisons with quantitative synthesis, 137 of 414 of those meta-analyses (33.1%; AER, 35.1%; 95% CI, 25.8% to 44.4%) had at least 1 data extraction error, and the proportion of errors within meta-analyses ranged from 6.5% to 16.7%, with a median (IQR) value of 1 (1-3). At the systematic review level, 34 of 46 SRs22,24,25,26,27,28,29,30,31,33,34,39,40,41,44,45,47,48,49,50,51,52,53,54,55,56,57,59,60,61,63,64,66,67 (73.9%; AER, 73.9%; 95% CI, 61.2% to 86.6%) had at least 1 affected meta-analysis; the proportion of affected meta-analyses ranged from 3.5% to 100%, with a median (IQR) value of 50.0% (26.3% to 75.0%) (eFigure 6 in Supplement 1).
Based on the predefined error taxonomy, we classified these errors into 4 types: conceptual errors, mismatching errors, numerical errors, and inferential errors. Table 2 presents detailed definitions and examples of each error type.68,69,70,71 Among 338 trials with data extraction errors, 412 error events were identified; 264 trials (78.1%) were classified as single errors and 74 trials (21.9%) as mixed errors. Numerical errors were the most frequent, accounting for 166 (40.3%), and inferential errors were the second most prevalent, accounting for 140 (34.0%). Mismatching errors accounted for 69 (16.7%) and conceptual errors for 37 (9.0%). The distribution of data extraction errors is presented in Figure 2.
Table 2. Description and Example of Data Extraction Error Types.
| Type of error | Description | Example |
|---|---|---|
| Conceptual error | Conceptual errors occur when outcome definitions or data structures are misunderstood, resulting in inappropriate extraction or classification of data. | In a meta-analysis evaluating endoscopic ultrasonography for gastric cancer T staging,31 pathological staging served as the reference standard. The correct 2 × 2 table was TP = 4, FP = 1, FN = 0, and TN = 6.68 During data extraction, a patient with pathological T3 disease was misclassified as negative, leading to an incorrect increase in TN to 7. |
| Mismatching error | Mismatching errors refer to incorrect alignment between extracted data and their corresponding group labels, resulting in misclassification of contingency table cells. | In a meta-analysis evaluating optical coherence tomography for early primary open-angle glaucoma,25 the original study included 34 patients with primary open-angle glaucoma and 42 controls.69 During data extraction, the case and control groups were mistakenly reversed, leading to misclassified contingency data (TP = 31, FP = 2, FN = 11, and TN = 32). As a result, the derived groups with and without disease were inverted (42 vs 34), inconsistent with the original study population. |
| Numerical error | Numerical errors refer to incorrect extraction or transcription of numerical values from primary studies, leading to inaccurate entries in the dataset. | In a meta-analysis evaluating magnetic resonance cholangiopancreatography for detecting common bile duct stones,45 the original study reported TP = 37, FP = 2, FN = 4, and TN = 52.70 During data extraction, FP and FN were mistakenly transposed, leading to misclassification of contingency table cells (TP = 37, FP = 4, FN = 2, and TN = 52). |
| Inferential error | Inferential errors arise when data are derived or reconstructed incorrectly from reported statistics, leading to inaccurate estimation of underlying values. | In a meta-analysis evaluating dobutamine stress echocardiography for coronary artery disease,24 the original study reported summary measures (sensitivity 88% and specificity 62%) and sample size information (38 patients, including 17 with disease).71 The correct 2 × 2 table was TP = 15, FP = 8, FN = 2, and TN = 13. During data reconstruction, FP and FN were mistakenly reversed, leading to misclassification of contingency table cells. |
Abbreviations: FN, false negative; FP, false positive; TN, true negative; TP, true positive.
Figure 2. Bar Chart Showing Distribution of Data Extraction Errors.

Data Extraction Errors and Effect Estimates
The consequences of data extraction errors for effect estimates was examined across 137 meta-analyses using error-addressed data and summarized as simple means of the changes in diagnostic performance measures (Figure 3). For sensitivity, 1 meta-analysis (0.7%) had large changes and 7 meta-analyses (5.1%) had moderate changes, with a mean difference of −0.00 (95% limits of agreement, −0.07 to 0.07). For specificity, 1 meta-analysis (0.7%) had moderate changes, with a mean difference of −0.00 (95% limits of agreement, −0.03 to 0.03) (eFigure 2 in Supplement 1). For DOR, 5 meta-analyses (3.6%) had large changes, and 3 (2.1%) had moderate changes, with a mean difference of −0.04 (95% limits of agreement, −0.59 to 0.56) on the log scale and relative DOR of 0.96. For AUC, 4 meta-analyses (2.9%) had large changes, and 4 meta-analyses (2.9%) had moderate changes, with a mean difference of −0.00 (95% limits of agreement, −0.14 to 0.13) (eFigure 3 in Supplement 1).
Figure 3. Bar Chart Showing Data Extraction Errors Across Diagnostic Performance Measures.

AUC indicates area under the curve; DOR, diagnostic odds ratio.
Among the 137 reproduced meta-analyses, 51 (17.3%) had only a single error cell and 243 (82.7%) had multiple error cells (eFigure 4 in Supplement 1). Regression analysis revealed no significant independent single error cells, while an exploratory analysis indicated that the interaction effect between FP and TN errors was associated with a higher likelihood of moderate or large changes in DOR (OR, 1.11; 95% CI, 1.01 to 1.22) (eFigure 5 in Supplement 1).
Sensitivity Analysis
For 477 of 6173 trials (7.7%), data accuracy could not be verified through full-text sources. After treating them as missing values, AERs remained robust: 5.9% at the trial level, 30.1% at the meta-analysis level, and 73.9% at the systematic review level.
Discussion
In this SR of diagnostic meta-analyses in Cochrane reviews, our results suggested that data extraction errors were prevalent in diagnostic meta-analyses, with 73.9% of SRs containing at least 1 affected meta-analysis and 33.3% of diagnostic meta-analyses containing at least 1 affected trial. However, the consequences of data extraction errors for effect estimates remained limited, with no evidence of systematic bias detected; large changes were observed in 0.7% to 3.6% across diagnostic performance measures after error correction. Among these measures, DOR was the most susceptible, while specificity demonstrated the greatest robustness.
The classification of error types reflects 2 distinct mechanisms: data estimation error arising from back-calculation from reported statistics, and data extraction error in the extraction process. These findings highlighted the importance of directly reporting raw diagnostic cells, as recommended by Standards for Reporting of Diagnostic Accuracy reporting guidelines,72 which may be essential to address such issues at the source (trial-level). Conceptual errors arise from ambiguous outcome definitions across primary studies. This is analogous to the diagnostic reference standard bias described by Kellerhuis et al,73 where discrepancies between expert assessments and study criteria propagate systematic errors into extracted data. For instance, when diagnostic criteria for hepatocellular carcinoma nodules differ between primary studies and SRs, such as arterial phase enhancement followed by rapid washout, 2 nodules without arterial enhancement were incorrectly classified as true positives,74 reflecting the complexity of consistently applying such criteria during data extraction.
Our findings suggest that diagnostic performance measures differ in their susceptibility to data extraction errors, with DOR being particularly vulnerable, as evidenced by 3.6% of meta-analyses showing large changes. In our data, the DOR amplifies errors through its multiplicative structure, by which errors in FP and FN can be amplified by the denominator, and errors in TP and TN can be magnified by the numerator.74 However, sensitivity and specificity appeared to confer greater robustness to meta-analyses, as these measures are bounded between 0 and 1, inherently limiting the consequences of extraction errors. In addition, the susceptibility of DOR was compounded by sparse and imbalanced data—counts of FP were small (median [IQR], 5 [1-21]); however, counts of TN were substantial (median [IQR], 50 [22-119]), which may further amplify the consequences of extraction errors on DOR estimates. While consequences of a single error were limited, the combined errors increased the likelihood of leveraging the conclusions. Our findings suggested that researchers may need to consider not only clinical interpretability but also the potential vulnerability of diagnostic performance measures to data extraction errors.
Strengths and Limitations
To our knowledge, this study is the largest reproducibility study to assess data extraction errors in diagnostic meta-analyses, providing direct empirical evidence on their incidence and consequences for effect estimates. Furthermore, this study provides an empirical taxonomy for data extraction errors specific to diagnostic meta-analyses, which offers a theoretical basis to better understand the mechanisms of errors in evidence synthesis practice.
However, several limitations should be acknowledged. First, our database covered only Cochrane reviews that used imaging examinations as the index test, given its relatively high quality of reporting and transparent process19; the true incidence of such errors may be underestimated in other publications. Second, 477 of 6173 trials (4.7%) had inaccessible full-text sources and were retained as error-free under a conservative assumption, which may lead to a slight underestimation of overall error rates. Third, the consequences of data extraction errors were restricted to 4 diagnostic performance measures without examining other outputs (eg, heterogeneity, prediction regions, and threshold effects), which are equally important for result interpretation in diagnostic evidence.
Conclusions
In this systematic review of Cochrane reviews, data extraction errors were common in diagnostic meta-analyses and could compromise the validity of evidence synthesis. Their consequences were limited but varied across performance measures, reflecting differences in mathematical structure and data dependence. These findings underscore the importance of transparent reporting of raw diagnostic data and careful selection of performance measures.
eFigure 1. Flowchart of Data Extraction Errors Identification
eTable 1. Detailed Reasons and Lists for Exclusions in Full-Text Screening
eTable 2. Inclusion Lists for Eligible Systematic Reviews With Diagnostic Meta-Analyses
eFigure 2. Bland- Altman Plot Comparing Reproduced and Original Meta-Analysis of Sensitivity and Specificity
eFigure 3. Bland-Altman Plot Comparing Reproduced and Original Meta-Analysis of Diagnostic Odds Ratio (DOR) and Area Under Curve (AUC)
eFigure 4. The Distribution of Sites on Data Extraction Errors
eFigure 5. Association Between Error Locations and Diagnostic Performance Measures
eFigure 6. Association Between Number of Included Studies Within Each Systematic Review, Studies With Data Extraction Errors and Percentages of Errors
eFigure 7. Sensitivity Analysis for Thresholds for Diagnostic Performance Measures
eFigure 8. Sensitivity Analysis for Thresholds for Diagnostic Performance Measures
eTable 3. Changes of Reproduced Meta-Analyses Using Error-Addressed Data in Sensitivity
eTable 4. Changes of Reproduced Meta-Analyses Using Error-Addressed Data in Specificity
eTable 5. Changes of Reproduced Meta-Analyses Using Error-Addressed Data in Diagnostic Odd Ratio
eTable 6. Changes of Reproduced Meta-Analyses Using Error-Addressed Data in Area Under the Curve
Data Sharing Statement
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Associated Data
This section collects any data citations, data availability statements, or supplementary materials included in this article.
Supplementary Materials
eFigure 1. Flowchart of Data Extraction Errors Identification
eTable 1. Detailed Reasons and Lists for Exclusions in Full-Text Screening
eTable 2. Inclusion Lists for Eligible Systematic Reviews With Diagnostic Meta-Analyses
eFigure 2. Bland- Altman Plot Comparing Reproduced and Original Meta-Analysis of Sensitivity and Specificity
eFigure 3. Bland-Altman Plot Comparing Reproduced and Original Meta-Analysis of Diagnostic Odds Ratio (DOR) and Area Under Curve (AUC)
eFigure 4. The Distribution of Sites on Data Extraction Errors
eFigure 5. Association Between Error Locations and Diagnostic Performance Measures
eFigure 6. Association Between Number of Included Studies Within Each Systematic Review, Studies With Data Extraction Errors and Percentages of Errors
eFigure 7. Sensitivity Analysis for Thresholds for Diagnostic Performance Measures
eFigure 8. Sensitivity Analysis for Thresholds for Diagnostic Performance Measures
eTable 3. Changes of Reproduced Meta-Analyses Using Error-Addressed Data in Sensitivity
eTable 4. Changes of Reproduced Meta-Analyses Using Error-Addressed Data in Specificity
eTable 5. Changes of Reproduced Meta-Analyses Using Error-Addressed Data in Diagnostic Odd Ratio
eTable 6. Changes of Reproduced Meta-Analyses Using Error-Addressed Data in Area Under the Curve
Data Sharing Statement
