Abstract
Aims
Multiple risk scores to predict ischaemic stroke (IS) in patients with atrial fibrillation (AF) have been developed. This study aims to systematically review these scores, their validations and updates, assess their methodological quality, and calculate pooled estimates of the predictive performance.
Methods and results
We searched PubMed and Web of Science for studies developing, validating, or updating risk scores for IS in AF patients. Methodological quality was assessed using the Prediction model Risk Of Bias ASsessment Tool (PROBAST). To assess discrimination, pooled c-statistics were calculated using random-effects meta-analysis. We identified 19 scores, which were validated and updated once or more in 70 and 40 studies, respectively, including 329 validations and 76 updates—nearly all on the CHA2DS2-VASc and CHADS2. Pooled c-statistics were calculated among 6 267 728 patients and 359 373 events of IS. For the CHA2DS2-VASc and CHADS2, pooled c-statistics were 0.644 [95% confidence interval (CI) 0.635–0.653] and 0.658 (0.644–0.672), respectively. Better discriminatory abilities were found in the newer risk scores, with the modified-CHADS2 demonstrating the best discrimination [c-statistic 0.715 (0.674–0.754)]. Updates were found for the CHA2DS2-VASc and CHADS2 only, showing improved discrimination. Calibration was reasonable but available for only 17 studies. The PROBAST indicated a risk of methodological bias in all studies.
Conclusion
Nineteen risk scores and 76 updates are available to predict IS in patients with AF. The guideline-endorsed CHA2DS2-VASc shows inferior discriminative abilities compared with newer scores. Additional external validations and data on calibration are required before considering the newer scores in clinical practice.
Clinical trial registration
ID CRD4202161247 (PROSPERO).
Keywords: Ischaemic stroke, Risk score, Atrial fibrillation, Meta-analysis, C-statistic, Discrimination, Predictive performance, Calibration, Prediction model, CHA2DS2-VASc, CHADS2, External validation, PROBAST
What’s new?
19 risk scores, 329 external validations and 76 risk score updates have been conducted to accurately predict ischaemic stroke (IS) in patients with atrial fibrillation (AF).
Despite the development of new risk scores, the choice on initiating antithrombotic therapy for the prevention of IS in patients with AF remains mostly based on the conventional guideline endorsed CHA2DS2-VASc (2010).
Probably due to the inclusion of specific biomarkers, new risk scores on IS risk in patients with AF tend to have better predictive abilities when compared with conventional scores, yet differences are marginal and should be interpreted with caution.
Although newer scores tend to have better predictive abilities, external validations and studies on calibration are required to confirm this.
In future studies developing and/or validating risk scores, adhering to the PROBAST and TRIPOD guidelines is warranted in order to minimize the risk of bias.
Introduction
Patients with atrial fibrillation (AF) are at increased risk of ischaemic stroke (IS) and face poor stroke outcomes including severe morbidity and mortality.1 Anticoagulation reduces this risk substantially and is therefore prescribed to most patients.2 In current guidelines, the threshold for initiating anticoagulation therapy is based on the balance between the predicted IS risk with the expected risk of bleeding and associated quality of life.3 Therefore, accurate prediction of these outcomes is of major importance in AF management.
Since the widespread use of the first risk scores for cardiovascular disease, such as the Framingham risk score (1998), a multitude of risk scores have been developed to predict IS risk in patients with AF.4 Examples include the CHADS2 (2001) and the commonly used CHA2DS2-VASc (2010), with the latter being endorsed by most current clinical guidelines.5–7 Studies on the predictive performance suggest that current risk scores have comparable but limited overall ability to predict IS in patients with AF.8–10 Consequently, the use of these scores in clinical practice to allocate anticoagulation treatment is not without risk: overprediction of IS risk will result in overtreatment and higher bleeding rates, whereas higher IS rates will occur following underpredicted risks. To improve IS prediction, new risk scores have been developed and earlier scores updated. As much emphasis has been put on commonly available risk scores, limited research seems to be performed on newer risk scores and updates. For example, external validation, a crucial method in the assessment of predictive performances such as discrimination and calibration, is lacking the newer risk scores, despite the overall increase of external validations conducted over the past years.8–11 As a result, there may be an undervalued but promising risk score in the literature that is currently not integrated in clinical practice but could improve decision-making.
For the clinician interested in the best risk score to inform on the patient’s risk, but also for the researcher aiming to develop or validate a risk score, a comprehensive comparison of all available risk scores, their updates, and validations is essential. Therefore, the objective of this study is to(i) identify and systematically review all available risk scores predicting IS risk in patients with AF,(ii) present an overview on their external validations and updates,(iii) assess the methodological quality of these studies, and (iv) provide a pooled estimate of the predictive performance.
Methods
The current study is performed and reported in line with the PRISMA,12 TRIPOD,13 and CHARMS14 guidelines, which were followed where applicable. The review was registered in PROSPERO under ID CRD4202161247.
Data sources and eligibility
The present review aims to identify risk scores, and corresponding update and validation studies, on future event of IS in adults with AF. In collaboration with a medical librarian, we conducted two searches in an iterative fashion. First, on 19 May 2021, we conducted a search in PubMed for English-language studies regarding ‘risk scores’ and ‘ischaemic stroke’ using methods developed in earlier work.15,16 Studies were screened independently by two researchers (V.H.W.v.d.E. and J.M.) and were deemed eligible if they met the following criteria:(i) development of a multivariable prognostic risk score,(ii) predicting outcomes including first event of IS from 1 month onward, assessed in a longitudinal design,(iii) in a population of adults (>18 years) with AF. Secondly, on 28 May 2021, for each of the identified risk scores, we looked for studies externally validating or updating these scores, using citation search methods in Web of Science. Studies renewing old risk scores, for example, by adding or replacing a predictor, were regarded as update studies.17 In the end, we thus compiled three data sets: (i) development: the set of studies in which the scores were originally developed, (ii) validation: the studies in which these scores were validated, and (iii) update: the set of studies in which (at least) one of the scores was updated. Update studies that validated an original score as comparison to the updated score were included in both the validation and update data set. Finally, included articles and reviews were cross-referenced for possible relevant studies. Detailed search methods are displayed in Supplementary material online, section ‘Detailed search methods’.
Data extraction and study appraisal
Titles, abstracts, and full texts were screened independently by two researchers (V.H.W.v.d.E. and J.M.). Data extraction was conducted by V.H.W.v.d.E. and J.M., with consultation of Y.d.J. when necessary. Information on the study design, population, outcome, prediction horizon (i.e. the time between prediction and the timeframe in which the outcome may occur), candidate predictors, sample size, risk score development, and risk score performance were extracted and summarized. Risk score predictive performance was evaluated using discrimination and calibration measures. For discrimination, which describes the scores’ ability to discriminate between events and non-events, we extracted the c-statistic (area under the receiver operating characteristic curve for logistic model and Harrell’s C-index for Cox model). In general, c-statistics of <0.60, 0.60–0.80, and >0.80 are interpreted as poor, reasonable, and good discrimination.18 For calibration (i.e. the agreement between the predicted and the observed risk), we extracted the calibration-in-the-large, the calibration slope, the Hosmer–Lemeshow, or the Nam–d'Agostino statistic. Studies presenting a calibration plot (i.e. a plot with the relation between the observed and predicted risks) were qualitatively categorized as poor, medium, or good fit.18 For the update studies, net reclassification index and the integrated discrimination improvement, measures quantifying the improvement when a score is updated, were extracted.19 Methodological quality was assessed in all studies using the Prediction model Risk Of Bias ASsessment Tool (PROBAST). This tool consists of 4 domains (participants, predictors, outcome, and analysis) containing 20 signalling questions to determine the risk of bias and three signalling questions to determine applicability to the review question.20
Statistical analysis
A random-effects meta-analysis was conducted to summarize discrimination measures of the included original risk scores. It should be noted that pooling calibration-in-the large, the expected/observed ratio and calibration slopes is possible as well.21 However, due to the limited number of studies assessing calibration and the heterogeneity of these calibration measures, no random-effects meta-analysis was conducted on calibration. Risk scores with more than two external validations were included. C-statistics were logit-transformed, and confidence intervals were calculated following the Hartung–Knapp–Sidik–Jonkman approach.22–24 A logit pooled c-statistic was calculated for each of the included models and then transformed back to the original scale.21,25,26 Forest plots were drawn to visualize the estimated results of all included studies. To assess small study bias, funnel plots were made and Egger’s regression tests were performed to test for funnel plot asymmetry.27,28 All analyses were conducted using RStudio version 1.2.5033 and the metafor package.29
Sensitivity analyses
Regarding the validation studies included in the meta-analysis, eight sensitivity analyses were conducted. Per analysis, pooled c-statistics were calculated and forest plots were drawn for each individual score. Next, the yielded c-statistics were analysed on discrepancies. For the first sensitivity analysis, studies were stratified according to the cohorts’ mean or median age: (i) <65 years, (ii) 65–75 yeras, and (iii) >75 years. In the second analysis, we evaluated the effect of outcome measure: IS, thromboembolism, or other outcomes measures. For the third analysis, we calculated c-statistics for three patient groups: (i) corrected for anticoagulation, (ii) not corrected for anticoagulation, and (iii) with no information on anticoagulation. In the fourth analysis, we studied the effect of ethnicity and grouped the studies conducted in predominantly Caucasian or Asian participants. For the fifth analysis, we categorized the studies in high or low risk of bias according to the PROBAST. For the sixth analysis, we compared ‘true low’ risk patients (CHA2DS2-VASc/CHADS2 score ≤ 1, ATRIA score ≤5) with intermediate- or high-risk patients (CHA2DS2-VASc/CHADS2 score ≥2, ATRIA score ≥6). For analysis 7, we evaluated the effect of study design: observational vs. randomized controlled trial studies. In the last analysis, studies were stratified according to the year of publication to evaluate the effect of inclusion of older study cohorts with possible different baseline risks for IS due to different treatment options at that time. Detailed methods are given in Supplementary material online, section ‘Sensitivity analyses’.
Results
Study selection
The study selection is described in Flowcharts 1 and 2 (Figure 1). The primary search for studies developing a risk score identified 1496 titles of which 213 abstracts were screened and 71 articles were screened full text for eligibility, leading to 19 studies that were included in the review. Next, we searched for update and validation studies, 2188 unique titles were identified of which 70 validation studies and 40 update studies were included in the present review. As most update studies (n = 37, 93%) also validated the original model as comparison for the updated model, we included a total of 107 studies in which a risk score was validated.
Methodological quality of the included studies
Methodological risk of bias was assessed for all included development (n = 19), validation (n = 70), and update studies (n = 40). For all these studies, risk of bias was low in the participants and predictors domains. In the outcome domain, however, the risk of bias was high or unclear as study outcomes were often ill-defined or, in the case of validation and update studies, determined differently from the original risk scores. In the analysis domain, all studies were of high risk of bias, mostly due to statistical considerations that were not correctly addressed, such as omission of calibration, failure to take competing risk into account, or inappropriate methods to handle incomplete data. The applicability of the participant domain was of low concern for all studies, and for most studies in the predictor domain. For the outcome domain, applicability was a concern for most studies due to the use of composite outcomes, whereas the present study focused on the predictive performance of the non-composite outcome of IS. More detailed information on the risk of bias per signalling question is provided in Figure 2 and in Supplementary material online, section ‘Risk of bias of included validation and update studies’ for the validation and update studies. The funnel plots showed no clear asymmetry. This was confirmed by the Egger’s regression test which showed a P-value of >0.05 in all risk scores but two: the modified-CHADS2 showed a P-value of <0.05 and for the GARFIELD-AF, no Egger’s test could be performed due to the inclusion of only two studies (see Supplementary material online, section ‘Analysis on publication bias’).
Development studies
Study characteristics
The first of the 19 studies developing a prediction model for IS in AF patients was published in 199430 and the most recent included studies were published in 202131–34 (Figure 3). Risk scores were developed in cohorts with a sample sizes ranging between 705 and 52 032 patients; event rates ranged between 1.3 and 11.8%. In 11 studies, the follow-up period was described, ranging from 0.9 to 5.533–42 and 1.0–1.943,44 years in studies presenting a mean and median follow-up period, respectively. Except for four studies,31,33,34,45, all studies were conducted in a cohort of predominantly Caucasian patients. Six studies31,36,37,40,43,46 developed their score in a cohort of patients not on anticoagulation, whereas 12 studies30,32–35,38,39,41,42,44,47,48 included patients on anticoagulation. In one study, no information on anticoagulation was given.45
Risk score characteristics
Of the 19 risk scores, most (n = 13) studies developed a point-based risk score. In total, 27 different predictors were used of which age (n = 15), history of stroke/transient ischaemic attack (TIA) (n = 12), diabetes mellitus (n = 10), and sex (n = 7) were most common (Table 1). Other studies developed a mathematical formula,32,39,41,42 a decision tree,36 or employed artificial intelligence algorithms.48 Regarding the statistical analysis method used to develop a model, 13 studies used Cox proportional hazard regression,30–33,35,37,40–44,46,47 4 logistic regression,34,38,39,45 and 2 studies used another regression method.36,48 The prediction horizon ranged between 31 days and 5 years and was not given for three scores.33,42,45
Table 1.
Age | Sex | World religion | Race | Smoking | BMI | Type of AF | Previous stroke/TIAa | Previous bleeding | Vascular disease | Heart failure | Hypertension | Diabetes mellitus | Chronic kidney disease | Dementia | Antiplatelet | Oral anticoagulant | Other treatmentb | Time in therapeutic range | IMRSa | cTnI/T-hsa | NT-proBNPa | Proteinuria | Creatinine clearance | PT-INRa | Blood pressure | Left atrial dimension | |
---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
Patient characteristics | Comorbidities | Treatment | Laboratory findings | Clinical findings | |||||||||||||||||||||||
AFI investigators, 1994 | x | x | x | x | |||||||||||||||||||||||
Hart, 1999 | x | x | x | x | |||||||||||||||||||||||
Gage, 2001 | x | x | x | x | x | ||||||||||||||||||||||
Van Walraven, 2003 | x | x | x | x | |||||||||||||||||||||||
Wang, 2003 | x | x | x | x | x | ||||||||||||||||||||||
Rietbrock, 2008 | x | x | x | x | |||||||||||||||||||||||
Lip, 2010 | x2 | x | x | x | x | x | x | ||||||||||||||||||||
Lip, 2013 | x | x | x | x | |||||||||||||||||||||||
Singer, 2013 | x | x | x | x | x | x | x | ||||||||||||||||||||
Hijazi, 2016 | x | x | x | x | |||||||||||||||||||||||
Fox, 2017 | x | x | x | x | x | x | x | ||||||||||||||||||||
Claxton, 2019 | x | x | x | x | x | x3 | x5 | ||||||||||||||||||||
Horne, 2019 | x | x | x | x | x | x | x7 | ||||||||||||||||||||
Shin, 2019 | x | x | x | x | |||||||||||||||||||||||
Goto, 2019 | x | ||||||||||||||||||||||||||
Jiang 2020 | x | x | x | ||||||||||||||||||||||||
Fox, 2021 | x | x | x | x | x | x | x | x | x | x | x | ||||||||||||||||
Okumara, 2021 | x2 | x | x | x | x | ||||||||||||||||||||||
Arnson, 2021 | x | x | x | x | x2 |
The inclusion of a predictor is shown as ‘x’. The subscript under x indicates the number of predictors included from that category (e.g. ‘x2’ implies that 2 predictors were used from the same category).
cTnI/T-hs, high-sensitive cardiac troponin I/T; IMRS, intermountain risk score (consists of complete blood count parameters and basic metabolic factors); NT-proBNP, N-terminal-pro hormone Brain natriuretic peptide; PT-INR, prothrombin time international normalized ratio; TIA, transient ischemic attack.
Antiarrhythmic, calcium channer blocker, beta Blocker, lipid lowering medication, or anti-diabetic medication.
The outcome measure was IS (n = 5)30,33–35,42, undefined stroke (n = 2),45,47 thromboembolic events (n = 5, including IS, TIA, venous thrombosis, and/or pulmonary embolism)31,38,40,41,48 or the composite of thromboembolic events with bleeding events (n = 7, including haemorrhagic stroke and/or major bleeding).32,36,37,39,43,44,46 Discrimination was reported in 16 studies with c-statistics ranging from 0.6138 to 0.86.45 Calibration was presented as observed vs. expected risks for the ABC-score, GARFIELD-AF, ACTS, and GARFIELD-AF II, demonstrating adequate calibration.32,41,42,44 The Hosmer–Lemeshow statistic was given in five studies, showing no evidence of poor calibration for ACTS, ATRIA, HELT-E2S2, and the ABCD score (χ2-statistics with a P-value of >0.05).33,40,42,45 Information on characteristics per individual score is presented in Table 2; detailed information in Supplementary material online, section ‘Overview of included studies’.
Table 2.
Year of publication | 1994 | 1999 | 2001 | 2003 | 2003 | 2008 | 2010 | 2013 |
---|---|---|---|---|---|---|---|---|
Risk score name | AFI | SPAF | CHADS2 | — | Framingham | Modified-CHADS2 | CHA2DS2-VASc | — |
Risk score type | Risk score | Risk score | Risk score | Prediction rule | Risk score | Risk score | Risk score | Formula |
Study design | RCT | RCT | Cohort (retrospective) | RCT | Cohort (prospective) | Case–control | Cohort (prospective) | RCT |
Country | USA | USA | USA | USA, Canada, Denmark, and The Netherlands | USA | UK | >10 countries | >10 countries |
Outcome | IS | IS | Composite (IS, TIA, undefined cerebral event) |
Composite (IS, haemorrhagic stroke, TIA) |
Composite (IS, haemorrhagic stroke) |
Composite (IS, haemorrhagic stroke) |
Composite (IS, systemic embolim, pulmonary embolism) |
Composite (IS, systemic embolus, major bleeding) |
Method | Cox | Cox | Cox | Recursive partitioning | Cox | Cox | Logistic | Logistic |
Follow-up | — | 2 yearsa | 1 yearsb | 1.9 yearsa | 4.3 yearsa | — | 1 yeara | 0.9 yearsa |
Prediction horizon | 1 year | 1 year | 1 year | 1 year | 5 years | 5 years | 1 year | 1 year |
n events/n total (%) | 208/5955c (3.5) | 130/2012 (6.5) | 94/1733 (5.4) | 103/1661 (6.2) | 83/705 (11.8) | 5526/51807 (10.7) | 25/1084 (2.3) | 50/2292 (2.2) |
n cand. pred (EPV) | 15 (14) | 30 (4) | 5 (19) | 18 (6) | 9 (9) | 9 (614) | 9 (3) | 14 (4) |
Internal validation | — | — | Bootstrapping | Split sample | Bootstrap | — | — | — |
Discrimination (C-statistic) | — | — | 0.82 (0.80–0.84) | — | 0.66 (SD 0.03) | 0.72 (0.72–0.73) | 0.61 (0.51–0.70)d | 0.73 (0.57–0.73) |
Calibration | — | — | — | — | Hosmer– Lemeshow | — | — | — |
Mean age (SD) | 69a | 69a (SD 10) | 81a | 70a (SD 10) | 75 | e | 66a (SD 14) | 70 (SD 9) |
Male sex (%) | — | 72 | 42 | 67 | 52 | 51 | 59 | 65 |
Treatment (%) | ||||||||
Antiplatelet | 50% | 100% | 31% | 100% | e | e | e | 24% |
DOAC | — | — | — | — | — | e | — | — |
VKA | 50% | 14% | — | — | — | e | 18% | 100% |
Year of publication | 2013 | 2016 | 2017 | 2019 | 2019 | 2019 |
---|---|---|---|---|---|---|
Risk score name | ATRIA | ABC stroke risk score | GARFIELD-AF | ACTS | IMRS-VASc | ABCD score |
Risk score type | Risk score | Risk score | Formula | Formula | Risk score | Risk score |
Study design | Cohort (prospective) | RCT | Cohort (prospective) | Cohort (prospective) | Cohort (prospective) | Case–control |
Country | USA | >10 countries | >10 countries | USA | USA | South Korea |
Outcome | Composite (IS, systemic embolus) |
Composite (IS, haemorrhagic stroke, systemic embolus) |
Composite (IS, systemic embolus) |
IS | Stroke (undefined) | Stroke (undefined) |
Method | Cox | Cox | Cox | Cox | Cox | Logistic |
Follow-up | 3 yearsa | 1.9 yearsb | — | 1.8 yearsa | — | — |
Prediction horizon | 1 year | 1 year | 1 year | — | 2 year | — |
n events/n total (%) | 685/10 927 (6.3) | 391/27 929c (N.A.) | 511/38 935 (1.3) | 2028/252 904c (N.A.) | 1506/55 970 (2.7) | 583/− (−) |
n cand. pred (EPV) | 13 (53) | 15 (26) | 30 (17) | 44 (46) | 32 (47) | 15 (39) |
Internal validation | Bootstrapping | Bootstrapping | Cross-validation | Bootstrapping | — | Bootstrapping |
Discrimination (C-statistic) | 0.73 (0.71–0.75) | 0.68 (0.65–0.71) | 0.69 (0.67–0.71)g | 0.68 (0.66–0.70) | 0.70 (0.69, 0.73) | 0.86 (0.84–0.88) |
Calibration | Hosmer–Lemewhow | Observed vs. expected | Observed vs. expected | Hosmer–Lemeshow, observed/expected | — | Hosmer–Lemewhow |
Mean age (SD) | e | 70b | 71f (63–78) | e | F: 73 (SD 13) M: 69 (SD 14) | 61 (SD8) |
Male sex (%) | 57 | 64 | 45 | 60 | 53 | 73 |
Treatment (%) | ||||||
Antiplatelet | e | e | 36% | b | 20% | e |
DOAC | — | 50% | 23% | 33% | b | e |
VKA | — | 50% | 42% | 67% | 10% | e |
Year of publication | 2019 | 2020 | 2021 | 2021 | 2021 |
---|---|---|---|---|---|
Risk score name | Artificial intelligence (AI) model | CAS | GARFIELD-AF II | HELT-E2S2 | LRAF |
Risk score type | Artificial intelligence | Risk score | Formula | Risk score | Risk score |
Study design | Cohort (prospective) | Cohort (prospective) | Cohort (prospective) | Cohort (prospective) | Cohort (retrospective) |
Country | >10 countries | China | >10 countries | Japan | Israel |
Outcome | Composite (IS, TIA, systemic embolism) | Composite (IS, systemic embolism) | Composite (IS, TIA, undefined stroke, systemic embolism) | IS | IS |
Method | Neural network | Cox | Cox | Cox | Logistic |
Follow-up | — | — | — | 1.8 yearsa | 5.5 yearsa |
Prediction horizon | 30–365 days | 1 year | 2 years | b | 1 year |
n events/n total (%) | b | 163/6601 (2.5%) | 957/52 032 (1.8%) | 241/12 289 (2.0%) | 304/15 621 (2.0%) |
n cand. pred (EPV) | b | 3 (54) | 11 (87) | 6 (40) | 6 (51) |
Internal validation | Bootstrapping | Bootstrapping | Cross-validation | Bootstrapping, cross-validation | — |
Discrimination (C-statistic) | 0.70 (0.56–0.83) | 0.69 (0.65–0.73) | 0.68 (0.66–0.70) | 0.68 (0.65–0.71)h | 0.65 (0.63–0.68) |
Calibration | — | — | Observed vs. expected | Hosmer Lemeshow | — |
Mean age (SD) | 72a | 67a | 71a | 70a | 54 |
Male sex (%) | 55 | 58 | 56 | 69 | 57 |
Treatment (%) | |||||
Antiplatelet | b | 78% | 21% | b | 37% |
DOAC | b | — | 28% | 10% | 2% |
VKA | 100% | — | 39% | 64% | 23% |
DOAC, direct oral anticoagulant; EPV, events per variable; NA, not applicable; RCT, randomized controlled trial; SD, standard deviation; USA, United States of America; UK, United Kingdom; VKA, vitamin K antagonists.
Mean.
No information.
Person years.
C-statistic per subgroup: CHA2DS2-VASc: 0.61 (0.51–0.70) in AF cohort on OAC, 0.58 (0.44–0.73) in AF cohort not on OAC.
No information.
Not stated.
C-statistic per subgroup: GARFIELD-AF: 0.67 (0.64–0.71) in AF cohort on OAC, 0.69 (0.65–0.72) in AF cohort not on OAC.
C-statistic per subgroup: HELT-E2S2: 0.70 (0.65–0.76) in AF cohort on OAC, 0.69 (0.64–0.73) in AF cohort not on OAC.
Validation and update studies
Validation studies
A total of 107 validation studies were included, of which 60 validated multiple scores, resulting in a total of 327 validations. In total, 359 373 events occurred in 6 267 728 patients; 12 studies45,49–59 did not provide population size and number of events. Most of the validations were performed on the CHA2DS2-VASc (n = 147) and CHADS2 (n = 75) (Figure 3). For the newer scores, the number of external validations was limited: the IMRS-VASc (2019), ABCD (2019), AI-model (2019), CAS (2020), HELT-E2S2 (2021), and LRAF (2021) were not validated, and the ACTS (2019) was validated only once. Most outcome measures (n = 66) were either defined as IS or thromboembolic events (including IS, TIA, systemic embolism, and pulmonary embolism), whereas other study outcomes (n = 41) were undefined stroke or the composite of stroke and bleeding events. The majority of the studies validated a risk score in a general predominantly Caucasian AF population, with the exception of studies validating prior or post-surgery (n = 6),60–65 in cohorts with a specific secondary disease (n = 11),42,44,66–74 or in cohorts with ethnicity other than predominantly Caucasian (n = 20).33,34,45,47,53,55,65,71,75–87 Discrimination was presented in all studies (n = 107) and indicated poor (<0.60) to reasonable (0.60–0.80) and in exceptional cases good (>0.80) discrimination; these values are visualized in the forest plots given in Supplementary material online, section ‘Random-effects meta-analysis’. For the risk scores developed after the publication of the CHA2DS2-VASc (2010), no discrimination lower than 0.60 was reported in the validation studies.32,40,43–45,47 For calibration, only 14 studies (13%) presented one or more calibration measures: 12 studies presented observed vs. expected risks,32,41,42,44,49,55,56,70,88–91 4 the Hosmer–Lemeshow statistic,40,42,56,92 calibration in the large,70 and the Nam–D’Agostino statistic.49 With this limited information on calibration, compared with the CHA2DS2-VASc, the modified-CHADS2, ABC-score, and GARFIELD-AF showed improved calibration measures.70,88,90,91 Detailed characteristics of the validation studies are presented in Supplementary material online, section ‘Characteristics of included validation studies’.
Update studies
All of the 40 update studies updated the CHA2DS2-VASc (n = 25), the CHADS2 (n = 7), or both scores (n = 8)—no update studies were found on other risk scores. Ten studies updated these scores multiple times, resulting in a total of 55 updated scores for the CHA2DS2-VASc and 21 for CHADS2.59,65,83,85,93–99 Except for seven scores, all scores were updated by adding one or more predictors to the original score (e.g. R2 CHA2DS2-VASc: the original score with the additive predictor ‘renal failure’). New predictors included blood or urine biomarkers (e.g. D-dimer, IL-6, soluble fibrin monomer complex),59,74,82–84,86,92,97,98,100–111 echocardiographic characteristics (e.g. hypertrophic cardiomyopathy),65,87,99,112 electrocardiographic markers (e.g. P-wave indices),92 genetics (e.g. microRNAs),113 or socio-economic status.114 In the remaining scores, either predictors were left out,85,95 replaced,80,85 or the original predictors were assessed over time (i.e. differences between the baseline and follow-up CHA2DS2-VASc scores).81,94 For the CHA2DS2-VASc, discrimination was available for 49 updates (89%): c-statistics improved for all but three updates when compared with the original CHA2DS2-VASc.57,115,116 For the CHADS2, discrimination was presented in 17 updates (80%): c-statistics improved for all but four updates when compared with the original CHADS2.85,115,116 More detailed information on the new scores and their predictive performances are shown in Supplementary material online, section ‘Characteristics of included update studies’.
Pooled c-statistic
For 10 scores (CHA2DS2-VASc, CHADS2, AFI, Framingham, ATRIA, SPAF, ABC, modified-CHADS2, GARFIELD-AF, and GARFIELD-AF II) pooled c-statistics were calculated in a random-effects meta-analysis. Pooled c-statistics ranged from 0.598 [95% confidence interval (CI) 0.558–0.636, 12 validations] for the AFI to 0.715 (0.674–0.754, 10 validations) for the modified-CHADS2 (Table 3 and Figure 4). Pooled c-statistics were 0.644 (0.635–0.653) and 0.658 (0.644–0.672) for the CHA2DS2-VASc and CHADS2, respectively. All risk scores that were developed after the publication of the CHA2DS2-VASc (2010) showed better discriminative abilities when compared with the CHA2DS2-VASc (Figure 4). For the CHA2DS2-VASc, CHADS2, and ATRIA, pooled c-statistics were derived from >10 studies per risk score including large sample sizes ranging from more than a half to more than 3 million patients. Of these three, the ATRIA performed superiorly compared with the CHADS2, and CHA2DS2-VASc. Nevertheless, the differences between the pooled c-statistics were marginal and all corresponded with poor to reasonable model performance.
Table 3.
Risk score characteristics | Development | Validation | |||||||
---|---|---|---|---|---|---|---|---|---|
Original sample size | N of events | Original c-statistic | Model type | Time frame |
N of studiesb (N of validations) |
Sample size | N of events | Pooled c-statistic | |
CHA2DS2-VASc | 1084 | 25 | 0.61 | Risk score | 1 year | 82 (n = 135) | 3 229 267 | 169 199 | 0.644 (0.635–0.653) |
CHADS2 | 1733 | 94 | 0.82 | Risk score | 1 year | 46 (n = 68) | 1 479 228 | 71 644 | 0.658 (0.644–0.672) |
ATRIA | 10 927 | 685 | 0.73 | Risk score | 1 year | 11 (n = 24) | 562 443 | 45 444 | 0.683 (0.658–0.708) |
AFI | 5955 | 208 | — | Risk score | 1 year | 7 (n = 12) | 153 530 | 6879 | 0.598 (0.558–0.636) |
GARFIELD-AF | 38 935 | 511 | 0.69 | Formula | 1 year | 4 (n = 13) | 149 848 | 5427 | 0.707 (0.676–0.737) |
SPAF | 2012 | 130 | — | Risk score | 1 year | 5 (n = 5) | 116 864 | 3778 | 0.650 (0.564–0.726) |
Modified-CHADS2 | 51 807 | 5526 | 0.72 | Risk score | 5 years | 5 (n = 10) | 109 313 | 10 083 | 0.715 (0.674–0.754) |
Framingham | 705 | 83 | 0.66 | Risk score | 5 years | 6 (n = 8) | 95 145 | 2716 | 0.633 (0.602–0.662) |
The ABC stroke risk score | 27 929 a | 391 | 0.68 | Risk score | 1 year | 5 (n = 11) | 40 340 | 1441 | 0.678 (0.658–0.697) |
GARFIELD-AF II | 52 032 | 957 | 0.68 | Formula | NA | 1 (n = 2) | NA | NA | 0.690 (0.672–0.707) |
NA, data not available. Note that the number of validations slightly differs with Figure 3 since some validations needed to be excluded from the random effect meta-analysis due to studies omitting confidence intervals.
Person years.
Validation studies were included if discrimination measures (c-statistic) together with confidence intervals were available.
Sensitivity analyses
In the 10 risk scores that were used for the random-effects meta-analysis, multiple sensitivity analyses were conducted. The outcomes of most sensitivity analyses showed no, or only marginal differences, indicating that age, anticoagulation, ethnicity, PROBAST score, prespecified IS risk, and year of publication (respectively, sensitivity analyses 1, 3–6, and 8) have no or only limited effect on most risk scores’ discriminative abilities. For sensitivity analysis 2 on the effect of different outcome definitions, the modified-CHADS2 showed improved discriminative abilities for the outcome IS [0.749 (0.710–0.785)], when compared with the outcome of thromboembolism [0.626 (0.561–0.686)], indicating that the original pooled c-statistic of the modified-CHADS2 [0.715 (0.674–0.754)] might be an underestimation of the scores true performance on predicting IS only. In analysis 7 on study design, overall observational studies performed marginally better [e.g. for the CHA2DS2-VASc, the c-statistic was 0.649 (95% CI 0.639–0.658) for observational studies and 0.619 (0.603–0.634) for RCTs]. The number of validation studies in RCTs, however, was substantially lower than for observational studies. Consequently, we expect the effect of the inclusion of RCTs in our pooled calculations to be minimal. More detailed information on the sensitivity analyses can be found in the Supplementary material online, section ‘Sensitivity analyses’.
Discussion
Summary
In this systematic review and meta-analysis, we reviewed risk scores predicting IS in AF patients using data of over 6 million individuals. We identified 19 original scores predicting IS in AF patients, which were validated a total of 327 times, and updated 76 times—nearly all on either the CHA2DS2-VASc or CHADS2. Of these 19 scores, 10 were included in our meta-analysis on their discriminatory abilities in external validations. Although all risk scores showed poor to only reasonable performance, the scores published after the CHA2DS2-VASc (2010) tended to have slightly better discriminatory abilities when compared with the scores published before the CHA2DS2-VASc, with the exception of the modified-CHADS2 (published in 2008) which showed overall the best discriminative abilities. Update studies were found for the CHA2DS2-VASc and CHADS2 only, showing improved discrimination. Information on calibration was omitted in nearly all studies developing, validating or updating a risk score. We observed methodological biases in all studies.
Clinical implication
By presenting a comprehensive comparison of the pooled discriminative performances of 19 risk scores, our study may support the choice of the best discriminative risk score in clinical or research settings. Faced with a patient diagnosed with new-onset AF, the clinician using such a risk score will more correctly classify the patient as low, intermediate, or high risk for IS.5–7 With this knowledge, one can argue that the clinician might consider the use of other risk scores than the CHA2DS2-VASc, for example, the modified-CHADS2 or one of the newer risk scores instead to classify his or her patients. However, though differences were found on discriminatory abilities, conclusions on the risk score’s overall predictive performances should be taken cautiously. First, differences in discriminative abilities were only marginal and all corresponded with poor to only reasonable score performance. Secondly, not only discrimination but also calibration (i.e. the agreement between the predicted and the observed risk) is a key element in risk score assessment.15,70 Yet, nearly all studies developing, validating or updating a risk score omitted information on this essential aspect of predictive modelling. Without knowing whether a risk score over- or underpredicts the observed risk of IS, misclassification and thus over- or undertreatment may be a serious issue but unbeknownst to the clinician in the absence of reliable data on calibration.15,70 Finally, it should be noted that these promising newer risk scores updates have not, or only limited, been externally validated.
Comparison to literature
Our findings confirm the modest overall discriminatory abilities of commonly used risk scores regarding IS in AF patients.8–10 This finding may be attributed to multiple factors, such as differences in study designs, measurement methods, and study case mix.117,118 For example, the CHADS2 is developed in a heterogeneous population of patients with AF and shows good discriminative abilities in the development cohort,46 in contrast to moderate discrimination in the validation cohorts. When validating the CHADS2 in less heterogeneous but clinically relevant populations, for example, in patients with AF and impaired kidney function, risk score performance drops.70, 95,115,119 While the components of the risk score may predict well in heterogeneous general AF cohorts, other risk factors more specific for this homogeneous high-risk population may improve the discriminative abilities.11,15,20,70 Indeed, supporting this mechanism, probably due to the inclusion of more specific predictors, a slight improvement in discriminative ability was found in the newer risk scores and updates
Strengths and limitations
Our study comes with strengths and limitations. The main strength regards the assessment of the predictive abilities of these risk scores by performing a random-effect meta-analysis including a well-powered cohort of more than 6 million patients, yielding robust pooled c-statistics for the 10 most commonly validated risk scores. The study has, however, several limitations. First, no random-effects meta-analysis was conducted on calibration, due to the limited number of studies assessing calibration and the heterogeneity of these calibration measures. As a consequence, conclusions on overall predictive performances should be taken with caution as not only discrimination but also calibration is essential in risk score assessment. Future development and validation studies should include assessments on calibration to enable pooled calibration measures. Secondly, all studies were indicative for methodological bias based on the PROBAST, questioning the reliability of the presented discriminative abilities.118 High risk of bias and concerns regarding applicability were mostly observed in the outcome and analysis domain and is common in prediction research, regardless of publication year.120 Due to the similarity in the PROBAST scores, we performed a subgroup analysis based on the median PROBAST score to gain more insight in the effect of high vs. low risk of bias. Though no substantial effects were found, our risk of bias assessment underlines the work that needs to be done in the outcome and analysis domains. In future studies, adhering to the PROBAST20 and TRIPOD13 guidelines is warranted. Thirdly, a substantial part of the studies based the risk scores’ discriminative abilities on the prediction of composite outcomes, instead of IS prediction only. The use of composite outcomes is debated, especially if the outcomes are contradictive to each other and need different treatment strategies, for example, IS and haemorrhagic stroke. In our study, however, outcomes predominantly regarded non-contradictive composite outcomes (e.g. IS together with TIA or systemic embolism) which may be defendable from the perspective of a clinician. Moreover, we studied the effect of composite outcome usage by means of a sensitivity analysis: no substantial effects were found, indicating that the inclusion of composite outcomes did not, or only marginally, influence our study results. Next, most studies validated the risk scores in patients already on anticoagulation treatment, whereas in clinical practice the risk scores are used as a tool for therapy decision. Validating in patients already using anticoagulation might have led to bias: high risk patients are more likely to receive anticoagulation, and thus paradoxically, a reduced risk of developing IS may be observed in them, leading to suboptimal performance of stroke risk scores.121,122 To assess whether this treatment paradox was present, we performed a sensitivity analysis on anticoagulation use, which showed only marginal differences. Another limitation regards the exclusion of studies in the random-effect meta-analysis when no confidence interval was presented next to the c-statistic, possibly leading to selection bias. Yet, due to the large number of studies that included confidence intervals (n = 95, 89%), we do not expect the exclusion of the small subset (n = 12, 11%) to have an influential impact on the average performances. Also, we excluded non-English studies, which might have had influence on the limited number of studies that were included regarding ethnicities other than Caucasian. Finally, we limited our study to IS risk prediction and did not focus on bleeding risk prediction. It should be noted that for the decision-making of anticoagulation therapy in AF patients, bleeding risk scores and their predictive performances are of importance as well.
Conclusion
We identified 19 primary risk scores regarding IS risk in patients with AF along with 327 validations and 76 updates, mostly on the CHADS2 and CHA2DS2-VASc. All risk scores showed largely similar, poor to reasonable, and discriminative performance; information on calibration was not reported for most studies. Compared with the CHADS2 and CHA2DS2-VASc, newer risk scores and updates showed improved discrimination and might therefore be considered for use in clinical practice. To confirm this positive trend, external validations to assess discrimination but especially calibration of these newer risk scores are needed.
Supplementary Material
Contributor Information
Vera H W van der Endt, Department of Clinical Epidemiology, Leiden University Medical Center, PO Box 9600, 2333 ZA Leiden, The Netherlands.
Jet Milders, Department of Clinical Epidemiology, Leiden University Medical Center, PO Box 9600, 2333 ZA Leiden, The Netherlands.
Bas B L Penning de Vries, Department of Clinical Epidemiology, Leiden University Medical Center, PO Box 9600, 2333 ZA Leiden, The Netherlands.
Serge A Trines, Department of Cardiology, Willem Einthoven Center of Arrhythmia Research and Management, Leiden University Medical Center, 2333 ZA Leiden, The Netherlands.
Rolf H H Groenwold, Department of Clinical Epidemiology, Leiden University Medical Center, PO Box 9600, 2333 ZA Leiden, The Netherlands.
Olaf M Dekkers, Department of Clinical Epidemiology, Leiden University Medical Center, PO Box 9600, 2333 ZA Leiden, The Netherlands.
Marco Trevisan, Department of Medical Epidemiology and Biostatistics (MEB), Karolinska Institutet, 171 77 Stockholm, Sweden.
Juan J Carrero, Department of Medical Epidemiology and Biostatistics (MEB), Karolinska Institutet, 171 77 Stockholm, Sweden.
Merel van Diepen, Department of Clinical Epidemiology, Leiden University Medical Center, PO Box 9600, 2333 ZA Leiden, The Netherlands.
Friedo W Dekker, Department of Clinical Epidemiology, Leiden University Medical Center, PO Box 9600, 2333 ZA Leiden, The Netherlands.
Ype de Jong, Department of Clinical Epidemiology, Leiden University Medical Center, PO Box 9600, 2333 ZA Leiden, The Netherlands; Department of Internal Medicine, Leiden University Medical Center, 2333 ZA Leiden, The Netherlands.
Supplementary material
Supplementary material is available at Europace online.
Funding
The work on this study by J.M. and M.v.D. was supported by a grant from the Dutch Kidney Foundation (20Ok016).
Data availability
The data underlying this article will be shared on reasonable request to the corresponding author.
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The data underlying this article will be shared on reasonable request to the corresponding author.