Abstract
Objectives:
The Machine Learning Ischemia Risk Score (ML-IRS) is a machine-learning based algorithm designed to identify hemodynamically significant coronary disease using quantitative coronary computed tomography angiography (CCTA). The purpose of this study was to examine whether the ML-IRS can predict revascularization in patients referred for invasive coronary angiography (ICA) after CCTA.
Methods:
This study was a post-hoc analysis of a prospective dual-center registry of sequential patients undergoing CCTA followed by ICA within three months, referred from inpatient, outpatient, and emergency department settings (n=352, age 63±10 years, 68% male). The primary outcome was revascularization by either percutaneous coronary revascularization or coronary artery bypass grafting. Blinded readers performed semi-automated quantitative coronary plaque analysis. The ML-IRS was automatically computed. Relationships between clinical risk factors, coronary plaque features, and ML-IRS with revascularization were examined.
Results:
The study cohort consisted of 352 subjects with 1056 analyzable vessels. The ML-IRS ranged between 0-81% with a median of 18.7% (6.4-34.8). Revascularization was performed in 26% of vessels. Vessels receiving revascularization had higher ML-IRS (33.6%(21.1-55.0) versus 13.0%(4.5-29.1), p<0.0001), as well as higher contrast density difference, and total, non-calcified, calcified, and low-density plaque burden. ML-IRS, when added to a traditional risk model based on clinical data and stenosis to predict revascularization, resulted in increased area-under-the-curve from 0.69(95% CI:0.65-0.72) to 0.78(95% CI:0.75-0.81),p<0.0001); with an overall continuous net reclassification improvement of 0.636(95% CI:0.503-0.769),p<0.0001.
Conclusions:
ML-IRS from quantitative coronary CT angiography improved the prediction of future revascularization and can potentially identify patients likely to receive revascularization if referred to cardiac catheterization.
Keywords: Coronary CT angiography, machine learning, artificial intelligence, coronary revascularization, cardiac catheterization
Introduction
The diagnostic yield of invasive coronary angiography (ICA) has been a well-documented concern in cardiology. A major study in 2010 revealed that only 37% of patients receiving ICA were found to have stenosis of ≥50%.[1] Coronary CT angiography (CCTA) has emerged as a powerful tool for assessment of patients with suspected coronary artery disease (CAD).[2] It has grown into an increasing role as a gatekeeper for referral to ICA[3] but further optimization is needed. The PROMISE trial showed that CCTA resulted in a higher rate of ICA than functional testing in symptomatic patients with suspected CAD. Furthermore, a coronary intervention was performed only half of the time despite stenosis of ≥50% on ICA was usually present.[4] In order to improve CCTA’s role as a gatekeeper, a method to safely and effectively decrease the proportion of patients referred for ICA who do not receive intervention is essential.
An algorithm called the Machine Learning Ischemia Risk Score (ML-IRS) has been previously developed.[5] It used automated feature selection followed by machine learning integration to predict lesion-specific ischemia defined by invasive fractional flow reserve (FFR) ≤ 0.8. The machine learning model incorporates quantitative CCTA factors and demographic information to generate a percent probability of pathological FFR on a per-vessel basis. It has been shown to improve prediction of lesion-specific ischemia over traditional measurements and is integrated into coronary plaque analysis research software for application to new data.[5]
Patients receiving CCTA who are subsequently referred for cardiac catheterization, but do not receive revascularization, are a high-cost population with low yield from the invasive procedure; and it would therefore be beneficial to effectively identify these patients. The purpose of this study was to examine whether the ML-IRS from quantitative CT can predict revascularization in patients referred to ICA after CCTA, in a prospective dual-center registry.
Materials and Methods
Study Population:
The study cohort included 352 consecutive patients (age 63±10 years, 68% male) between 2013 and 2017 at two advanced cardiac care facilities within the United States (Cedars Sinai Medical Center, Los Angeles, CA; Oklahoma Heart Institute, Tulsa, OK). The cohort selected patients who were referred for standard clinical CCTA followed by ICA due to decision by a primary treating physician within 3 months. Patients with incomplete clinical data, poor image quality, coronary calcium score (CCS) >1000 Agatston units (AU), or prior revascularization by coronary artery bypass grafting or percutaneous coronary intervention were excluded. IRB approval was obtained at both institutions. Written informed consent was obtained for all patients. There was no overlap in subjects from any prior publications.
Clinical data including age, sex, body mass index, history of hypertension, hyperlipidemia, current tobacco use, family history of CAD, symptoms of chest pain or shortness of breath and referral location (inpatient, emergency department, or outpatient) were obtained by database or chart review. Procedural reports from cardiac catheterization were extracted for all patients. The report was analyzed for operator-determined estimate of vessel stenosis, any intervention performed, fractional flow reserve measurement, and intravascular ultrasound measurement. Patients who received percutaneous coronary intervention or were referred for coronary artery bypass grafting as stated in the procedure report were counted as having received revascularization.
CT Acquisition:
CT scans were performed on multiple dual-source CT scanner platforms (Siemens Definition, Flash, and Force scanners, Siemens Heathineers), using standard clinical coronary imaging protocols as previously described.[6] In patients without contraindications, sublingual nitroglycerin was administered. Beta blockade with metoprolol was given prior to imaging with primary heart rate goal of ≤ 65 bpm. Iohexol (Omipaque 350mg/mL, GE Healthcare) was administered via large-bore intravenous catheter. Contrast volume (90 to 140 mL) and injection rate (5 to 9 mL/s) were adapted to body surface area and followed by saline flush. Timing bolus or automated bolus tracking at the descending aorta was used to trigger acquisition. Whole-volume image acquisition was completed in a single breath-hold. The patients did not receive FFRct analysis following CCTA.
CT Analysis
Standard clinical measurement of CCS by Agatston score was performed and recorded at the time of CCTA. Quantitative image analysis was performed by two readers (A.K., over 3 years’ experience and P.A.M., over 1.5 years’ experience with cardiac CT) who were blinded to clinical characteristics, ICA data, and previous clinical CCTA read. Plaque analysis was performed in all vessels with distal normal reference ≥ 2.0 mm using semi-automated software (Autoplaque version 2.5, Cedars-Sinai Medical Center). Readers identified regions with visible disease. Vessel lumen and wall contours were generated, followed by manual adjustment as needed. Plaque characterization was performed automatically using adaptive scan-specific attenuation thresholds. Low-density non-calcified plaque was defined as HU < 30, as described previously. Coronary segments with uncertainty in plaque presence were reviewed and adjudicated by two readers. Approximate time for analysis per case was 20 minutes.
Vessel parameters including maximal diameter stenosis, plaque volumes, plaque burdens, and contrast density difference (CDD) were calculated automatically after completion of quantitative semi-automated plaque analysis. Quantitative stenosis was calculated by dividing the narrowest luminal diameter by the mean of two normal non-diseased reference points. Significant stenosis was defined by quantitative diameter stenosis ≥ 70%. Plaque burden was defined as plaque volume normalized by total diseased vessel volume. CDD over a lesion was computed as follows: the luminal contrast density, defined as mean luminal attenuation per unit area, was computed automatically over 1-mm cross-sections of the arterial segment. The CDD was defined as the maximum percentage difference in contrast densities, relative to the proximal reference cross-section with no disease.
Machine-Learning Ischemia Risk Score
The ML-IRS is automatically generated as the probability (%) of lesion-specific ischemia (invasive FFR≤0.8) for the left anterior descending, left circumflex, and right coronary arteries. The ML-IRS was previously developed in an independent population, using a supervised learning process by feature selection with information gain ranking and ensemble classification boosting with ten-fold cross-validation to predict invasive lesion-specific ischemia. It includes factors based on quantitative CT variables (CDD, maximum quantitative stenosis, minimum luminal diameter, low-density non-calcified plaque volume, total non-calcified plaque volume, plaque length, total plaque volume, vessel volume, minimal luminal area, low-density non-calcified plaque composition, maximum area stenosis, low-density non-calcified plaque burden, myocardial mass, non-calcified plaque burden, total plaque burden, non-calcified plaque composition, and maximum remodeling index) plus age and gender of the patient obtained from the image DICOM header.[5]
The primary endpoint in our study was revascularization during or as a direct referral after ICA. Secondary analysis was prediction of lesion-specific ischemia (FFR≤0.80) and prediction of revascularization within the sub-cohort of patients who received invasive FFR during ICA.
Statistical Analysis
Continuous variables were expressed as a mean and standard deviation when normally distributed and median and interquartile range when not. Univariable and multivariable analyses were performed on both a per-patient and per-vessel basis. Per-vessel analyses included vessel-specific quantitative plaque features, ML-IRS, and whether revascularization was performed in the vessel. Per-patient analyses included total quantitative plaque features, highest ML-IRS, and whether revascularization was performed in any vessel in the patient. Univariable analysis used two-sample Wilcoxon rank-sum tests for non-parametric values, chi- squared test for categorical variables, and Student’s T test for normally distributed numerical variables. Simple logistic regression was used for FFR subgroup analysis. Multivariable logistic regression was used to assess associations between clinical risk factors (age, sex, presence of symptoms, history of hypertension, hyperlipidemia, or diabetes, and family history of CAD), significant stenosis, patient referral location (emergency department or inpatient versus outpatient) and ML-IRS with revascularization. Optimized cutoff for ML-IRS was calculated on a per-vessel basis using the two-graph ROC analysis as the intersection of the sensitivity and specificity graphs.[7] Elements with missing data were excluded from logistic regression analysis.
Three multivariable models were created to assess the ability of the ML-IRS to improve prediction compared with other methods. Model 1 represented clinical risk assessment and included age, sex, referral location, symptoms, hypertension, hyperlipidemia, diabetes, current tobacco use, and family history. Model 2 represented a clinical risk assessment combined with traditional use of CCTA and combined the covariates in Model 1 plus presence of significant stenosis by CCTA. In Model 3 we added ML-IRS to the covariates in Model 2 to assess whether ML-IRS could improve on traditional prediction models. ROC curves were generated for the models and AUC’s were compared. Incremental predictive value between Models 2 and 3 was also measured using continuous net reclassification improvement (NRI), as pre-existing established risk categories were not known for the ML-IRS.[8; 9] All statistical analyses were performed with Stata version 15.1. The NRI computation was performed using a SAS v9.4 module. All p-values <0.05 were considered significant.
Results
A total of 352 patients who received CCTA followed by ICA were identified and analyzed, with 1056 total vessels included in the analysis (Table 1). The mean age was 63.2 ± 10.4 years and 67.6% of the patients were male. Most patients (85.1%) presented with symptoms. The median body mass index (BMI) was 27.5 kg/m2 (24.7-31.8) and the median coronary calcium score by Agatston was 264.7 (82.0-533.1). The FFR subpopulation consisted of 74 patients with 83 analyzable vessels and had similar patient demographics compared to the overall population (Table 1). Figures 1 and 2 show case examples from our patient population.
Table 1.
Total Population | Revascularization | No Revascularization | p-value | |
---|---|---|---|---|
Total Patients | 352 | 208 (59%) | 144 (41%) | |
Age (years) | 63.2±10.4 | 62.6±10.5 | 64.1±10.3 | 0.19 |
Sex (male) | 238 (67.6%) | 148 (71.2%) | 90 (62.5%) | 0.09 |
Symptomatic | 298 (85.1%) | 171 (48.9%) | 127 (36.3%) | 0.11 |
Hypertension | 227 (64.5%) | 131 (63.0%) | 96 (66.7%) | 0.48 |
Hyperlipidemia | 198 (56.2%) | 116 (55.8%) | 82 (56.9%) | 0.83 |
Diabetes | 93 (26.4%) | 57 (27.4%) | 36 (25.0%) | 0.62 |
Tobacco | 56 (15.9%) | 36 (17.3%) | 20 (13.9%) | 0.39 |
Family CAD | 180 (51.1%) | 113 (54.3%) | 67 (46.5%) | 0.15 |
Inpatient/ED | 260 (74.9%) | 158 (77.5%) | 102 (71.3%) | 0.2 |
BMI (kg/m2) | 27.6 (24.7-31.8) | 27.3 (24.7-31.8) | 28.0 (24.5-31.8) | 0.47 |
CCS | 262 (82.0-533) | 299 (91.8-550) | 216 (68.6-530) | 0.14 |
Site (from site 1) | 226 (64.2%) | 138 (66.3%) | 88 (61.1%) | 0.37 |
Patients witd FFR | 74 (21.1%) | 47 (63.5%) | 27 (36.5%) | |
Age (years) | 63.5±9.7 | 62.9±10.2 | 63.3±9.0 | 0.89 |
Sex (male) | 49 (66.2%) | 33 (70.2%) | 16 (59.3%) | 0.48 |
Symptomatic | 62 (84.9%) | 39 (84.8%) | 23 (85.2%) | 0.96 |
Hypertension | 48 (64.9%) | 31 (66.0%) | 17 (63.0%) | 0.8 |
Hyperlipidemia | 43 (58.1%) | 27 (57.4%) | 16 (59.3%) | 0.88 |
Diabetes | 17 (23.0%) | 9 (19.1%) | 8 (29.6%) | 0.3 |
Tobacco | 11 (14.9%) | 8 (17.0%) | 3 (11.1%) | 0.49 |
Family CAD | 40 (54.1%) | 26 (55.3%) | 14 (51.9%) | 0.77 |
Inpatient/ED | 64 (86.5%) | 40 (85.1%) | 24 (88.9%) | 0.65 |
BMI (kg/m2) | 27.6 (24.2-30.9) | 27.2 (24.5-30.8) | 28.2 (23.6-30.8) | 0.99 |
CCS | 263.1 (88.7-530.9) | 315.7 (120.2-524.0 | 154.0 (73.6-580.5) | 0.25 |
Site (from site 1) | 56 (76%) | 37 (78%) | 19 (70%) | 0.6 |
Results expressed as mean ± standard deviation, frequency (percent), or median (interquartile range). BMI: Body mass index, CAD: Coronary artery disease, CCS: Coronary calcium score, ED: Emergency Department referral location. FFR: Fractional flow reserve.
Per-Patient Univariable Analysis
Revascularization was performed in 59% of the total subjects (Table 1). There was a higher proportion of male gender, symptoms, and family history of CAD in patients receiving revascularization in the total population. In the sub-population with FFR performed there was a higher proportion of men, higher CCS, and a lower proportion of patients with diabetes. None of these differences met statistical significance and may be partially or wholly due to uncontrolled biases. There was no relation between site (Cedars Sinai versus Oklahoma Heart Institute) and revascularization.
Per-Vessel Univariable Analysis
In the per-vessel analysis, the ML-IRS ranged between 0 to 81% with a median of 18.7% (6.4-34.8) (Table 2). Revascularization was performed in 26% of the vessels. Univariable analysis found that vessels receiving revascularization had higher ML-IRS (33.6% (21.1-55.0) versus 13.0% (4.5-28.1), p<0.0001). Revascularized vessels also had higher CDD, total plaque burden, non-calcified plaque burden, low-density plaque burden, and calcified plaque burden. Interquartile ranges of plaque components are noted to overlap between revascularization and non-revascularization groups despite statistical significance. This suggests that while there are differences between groups, individual plaque features alone are insufficient to predict revascularization.
Table 2.
Total Population | Revascularization | No Revascularization | p-value | |
---|---|---|---|---|
Total Vessels | 1056 | 271 (26%) | 785 (74%) | |
Significant Diameter Stenosis > 70% | 135 (12.8%) | 84 (31%) | 51 (6.5%) | <0.0001 |
Machine-Learning Ischemia Risk Score | 18.7% (6.4-34.8) | 33.6% (21.1-55.0) | 13.0% (4.5-28.1) | <0.0001 |
Total Plaque Burden | 47.8% (36.1-56.4) | 54.5% (47.2-60.7) | 44.9% (38.0-54.3) | <0.0001 |
Non-Calcified Plaque Burden | 44.4% (33.1-52.3) | 49.6% (42.7-57.6) | 42.0% (24.8-50.7) | <0.0001 |
Low-Density Non-Calcified Plaque Burden | 5.6% (2.1-8.8) | 7.9% (5.3-10.7) | 4.3% (0.8-7.9) | <0.0001 |
Calcified Plaque Burden | 1.5% (0-4.1) | 2.8% (0.7-5.3) | 1.1% (0-3.4) | <0.0001 |
Contrast Density Difference | 18.5 (5.2-29.8) | 27.1 (18.9-37.0) | 14.1 (0-25.6) | <0.0001 |
Vessels with FFR | 83 (7.9%) | 41 (49.4%) | 42 (50.6%) | |
Significant Diameter Stenosis > 70% | 15 (18%) | 9 (10.8%) | 6 (7.2%) | 0.364 |
Average FFR | 0.80±0.10 | 0.74±0.08 | 0.85±0.07 | <0.0001 |
Machine-Learning Ischemia Risk Score | 31.4% (18.7-48) | 36.0% (25.5-50.7) | 21.5% (14.9-43.2) | 0.006 |
Total Plaque Burden | 52.4% (47.0-58.2) | 54.1% (47.6-59.2) | 50.3% (46.2-58.2) | 0.420 |
Non-Calcified Plaque Burden | 48.2% (41.6-55.2) | 49.2% (41.0-55.4) | 47.2% (43.7-54.8) | 0.800 |
Low-Density Non-Calcified Plaque Burden | 7.2% (4.3-9.8) | 7.9% (5.8-10.4) | 6.4% (3.6-8.5) | 0.070 |
Calcified Plaque Burden | 2.4% (0.9-6.1) | 2.9% (1.8-6.2) | 2.1% (0.6-5.7) | 0.140 |
Contrast Density Difference | 24.0 (16.5-33.7) | 26.2 (21.1-37.7) | 21.6 (10.6-32.4) | 0.016 |
Results expressed as mean ± standard deviation, frequency (percent), or median (interquartile range). FFR: Fractional flow reserve.
In the FFR sub-cohort (83 vessels, 74 patients) the average FFR was 0.80 ± 0.10, with an average of 0.74 ± 0.08 in vessels receiving revascularization versus 0.85 ± 0.07 in vessels not revascularized (p<0.0001) (Table 2). Only ML-IRS and CDD were significantly different between patients who received revascularization versus those who did not in this sub-population. Overlap of interquartile range is again seen; this overlap may be reduced by sampling higher numbers. ML-IRS in patients with FFR≤0.8 was 38.5% (25.6-50.6) versus 21.3% (12.9-31.8) for FFR>0.8, p=0.0007 for difference. Univariable logistic regression for ML-IRS’s association with invasive FFR≤0.8 was significant. Odds of FFR≤0.8 was increased by 55% for every 10% increase in ML-IRS (p=0.003). Similarly within the FFR population, odds of revascularization increased by 39% for every 10% increase in ML-IRS (p=0.016).
Multivariable Analysis
Per-vessel and per-patient logistic multivariable analyses were performed for prediction of revascularization (Table 3). Variables included were age, sex, symptoms (as defined by chest pain or shortness of breath), clinical risk factors (hypertension, hyperlipidemia, diabetes, current tobacco use, and family history), significant stenosis > 70% (present in any vessel for per-patient analysis), referral location (inpatient or emergency department versus outpatient), and ML-IRS (maximum score for per-patient analysis). In the per-vessel analysis, a 10% increase in ML-IRS resulted in a 46% increase in odds of revascularization (p<0.0001). In the per-patient analysis, odds of revascularization increased by 20% per 10% increase in ML-IRS (p=0.011). If significant stenosis was present, odds increased by 98% (p=0.007) in the per-vessel and 94% (p=0.038) in the per-patient analysis. Presence of family history of CAD increased odds of revascularization by 49% (p=0.019) in per-vessel and 74% (p=0.025) in per-patient analysis. Symptoms were significant in the per-vessel analysis but not the per-patient analysis. Unexpectedly, the presence of symptoms appeared protective (OR 0.64 with symptoms, p=0.039). Referral location was associated with an increased odds of revascularization by 76% for patients from inpatient or emergency department in the per-patient analysis (p=0.042). Per-vessel ML-IRS had an optimized cutoff within the population at a value of 23.9%, which yielded an odds ratio for revascularization of 5.5 (4.0-7.4), a sensitivity of 73.2% and specificity of 68.0%, positive predictive value of 44.2%, negative predictive value of 88.0%.
Table 3.
Per Vessel | Odds Ratio | 95% CI | B | p-value |
---|---|---|---|---|
Age (year) | 0.998 | (0.982-1.014) | −0.002 | 0.779 |
Male Sex | 0.777 | (0.543-1.113) | −0.252 | 0.169 |
Symptomatic | 0.64 | (0.418-0.979) | −0.447 | 0.039 |
Hypertension | 0.769 | (0.551-1.073) | −0.263 | 0.122 |
Hyperlipidemia | 1.063 | (0.771-1.466) | 0.061 | 0.708 |
Diabetes | 1.074 | (0.755-1.529) | 0.072 | 0.691 |
Tobacco | 1.058 | (0.694-1.612) | 0.056 | 0.794 |
Family CAD | 1.486 | (1.069-2.065) | 0.396 | 0.019 |
Referral Location | 1.212 | (0.842-1.745) | 0.192 | 0.301 |
Significant Stenosis | 1.981 | (1.201-3.263) | 0.683 | 0.007 |
ML-IRS (per-10%) | 1.464 | (1.338-1.602) | 0.381 | <0.001 |
Per Patient | Odds Ratio | 95% CI | B | p-value |
Age (year) | 1.003 | (0.980-1.027) | 0.003 | 0.815 |
Male Sex | 1.042 | (0.618-1.760) | 0.042 | 0.876 |
Symptomatic | 0.523 | (0.262-1.043) | −0.648 | 0.065 |
Hypertension | 0.666 | (0.405-1.095) | −0.407 | 0.109 |
Hyperlipidemia | 1.041 | (0.648-1.674) | 0.041 | 0.866 |
Diabetes | 1.131 | (0.664-1.927) | 0.123 | 0.651 |
Tobacco | 1.583 | (0.830-3.016) | 0.459 | 0.162 |
Family CAD | 1.744 | (1.072-2.835) | 0.556 | 0.025 |
Referral Location | 1.761 | (1.019-3.043) | 0.566 | 0.042 |
Significant Stenosis | 1.939 | (1.035-3.630) | 0.662 | 0.038 |
Maximum ML-IRS (per-10%) | 1.211 | (1.192-1.230) | 0.191 | 0.011 |
CAD: Coronary artery disease, ML-IRS: Machine learning ischemia risk score, CI: Confidence Interval
Multivariable logistic regression models to predict revascularization were compared. Model 1, (age, sex, referral location, symptoms, hypertension, hyperlipidemia, diabetes, current tobacco use, and family history) assessed clinical risk. The AUC for prediction of revascularization for Model 1 was 0.58 (0.54-0.62). Model 2 (Model 1 plus presence of significant stenosis) represented addition of traditional use of CCTA. The AUC for Model 2 was 0.69 (0.65-0.72). Model 3 (Model 2 plus ML-IRS) assessed the additional importance of the ML-IRS. The AUC for Model 3 was 0.78 (0.75-0.81). There was a significant improvement between each model (p < 0.0001) (Figure 3). The continuous NRI for addition of ML-IRS to standard CCTA analysis (Model 3 over Model 2) was 0.636 (0.503-0.769 95% CI, p < 0.0001). This consisted of a 28% improvement in classification of patients receiving revascularization and a 36% improvement in those not receiving revascularization.
Discussion
In this study, ML-IRS was significantly associated with revascularization in both univariable and multivariable analyses. Prediction of revascularization significantly improved when the ML-IRS was added to a model with clinical information and CCTA analysis including stenosis. This suggests that this on-site machine-learning based tool may be able to improve current practice patterns and predict which patients would benefit the most from referral to ICA. The continuous NRI measure also showed significant improvement with the integration of the ML-IRS with traditional methods of risk assessment; notably 36% improvement in predicting patients not receiving revascularization, indicating that addition of ML-IRS may help patients avoid unnecessary cardiac catheterization. In our population, only patients who were referred for ICA after CCTA were included. This is a high-risk population, as shown by the high rate of revascularization. Expansion to a lower-risk population of patients receiving CCTA may improve ability to avoid unnecessary referral. The analysis also showed low predictive ability for revascularization using traditional risk factors and symptoms. Presence of symptoms showed inverse association with revascularization, potentially due to the overall high prevalence of symptoms or patients without acute symptoms being specifically referred for revascularization as outpatients. The analysis of the FFR sub-population helps explain the method by which predictive ability may be applied to the general population. The ML-IRS was internally validated in the NXT trial population to predict invasive FFR,[5] which was also consistent in a subset of our dual-center population. While invasive FFR may be the gold standard for assessing physiological significance of a coronary stenosis, in our study design we recognize that the cost, need for medication administration, and logistics of performing FFR in all patients leads to a minority of patients receiving invasive assessment. Our study was structured to assess the patient-centered endpoint of revascularization: the clinical question facing patients with stenoses as well as their healthcare providers at the point of care. ML-IRS was more strongly associated with FFR than revascularization, which suggests that if invasive FFR had been used more broadly, revascularization rate may have been even more consistent with our predictions.
There have been multiple other approaches to artificial intelligence-based prediction of invasive FFR.[10-14], including commercially available noninvasive FFR (FFRct). FFRct uses computational fluid dynamics in a 3-D model of the coronary tree in order to provide an accurate prediction of invasive FFR from CCTA.[10; 15] While this approach has been successful, it incurs significant cost, and the need to send studies to an external location for analysis. Beyond luminal measurements alone, CTA also allows measurement of other features such as quantitative coronary plaque characteristics,[16; 17] and CDD[5], which are all included in the ML-IRS. Machine-learning based approaches have utilized quantitative CCTA to predict various outcomes including myocardial perfusion by PET[18] or CT,[19] or invasive FFR[14; 20] While these approaches have typically shown strong testing characteristics with relatively low processing times, to our knowledge, our study is the first to use a machine-learning based approach to predict revascularization. With the Youden’s index cutoff of 23.9%, the ML-IRS exhibited strong negative predictive value of 88.0%, despite the studied population being clinically challenging enough that all patients included received ICA after CCTA. This further suggests that use of the ML-IRS may help patients avoid unnecessary cardiac catheterization.
There are limitations in our study. Our population of patients receiving ICA after CCTA results in selection bias, and results may be different in all patients receiving CCTA. Additionally, only a portion of patients (21%) received invasive FFR. This limits the interpretability within the FFR sub-population. We note that our FFR utilization is consistent with real-world utilization of FFR in intermediate lesions.[21] FFR utilization in all patients may help support the efficacy of the algorithm; however, this may not reflect “real-world” practice of revascularization as shown in our study.[5; 22] The primary endpoint of revascularization does not capture long-term patient hard outcomes, which were not available to us at both sites. We did not directly compare our results to FFRct, since it was not available for all patients and could not be added for research purposes only. We recognize that this represents a separate, validated approach. While hypothesis-generating, our findings cannot make definitive statements regarding the ability of the ML-IRS to improve economic or clinical outcomes without prospective clinical studies.
In conclusion, ML-IRS from quantitative coronary CT angiography improved the prediction of future revascularization and can potentially identify patients likely to receive revascularization if referred to cardiac catheterization. This ML score is correlated with invasive FFR measurements providing dual-center external validation and improves on clinical risk prediction models.
Key Points:
Machine learning ischemia risk from quantitative coronary CT angiography was significantly higher in patients who received revascularization versus those who did not receive revascularization.
The machine learning ischemia risk score was significantly higher in patients with invasive fractional flow ≤ 0.8 versus those with > 0.8.
The machine learning ischemia risk score improved the prediction of future revascularization significantly when added to a standard prediction model including stenosis.
Acknowledgements
Alan Kwan acknowledges funding support provided by National Institutes of Health Grant T32HL116273
Damini Dey acknowledges funding support provided by National Institutes of Health grants 1R01HL148787-01A1 and 1R01HL133616.
Funding information
The authors state that this work has received funding from 1R01HL148787-01A1.
Abbreviations:
- BMI
Body Mass Index
- CAD
Coronary Artery Disease
- CCS
Coronary Calcium Score
- CCTA
Coronary CT Angiography
- CDD
Contrast Density Difference
- FFR
Fractional Flow Reserve
- ICA
Invasive Coronary Angiography
- ML-IRS
Machine Learning Ischemia Risk Score
- NRI
Continuous Net Reclassification Improvement
Footnotes
Publisher's Disclaimer: This Author Accepted Manuscript is a PDF file of a an unedited peer-reviewed manuscript that has been accepted for publication but has not been copyedited or corrected. The official version of record that is published in the journal is kept up to date and so may therefore differ from this version.
Guarantor:
The scientific guarantor of this publication is Damini Dey.
Conflict of Interest:
Sebastien Cadet, Piotr J. Slomka, Daniel S. Berman, and Damini Dey may receive software royalties from Cedars-Sinai Medical Center. Piotr J. Slomka, Daniel S. Berman, and Damini Dey hold a patent related to the plaque characterization.
Alan C. Kwan, Priscilla A. McElhinney, Balaji K. Tamarappoo, Cecilia Hurtado, Robert J.H. Miller, Donghee Han, Yuka Otaki, Evann Eisenberg, Joseph E. Ebinger, and Victor Y. Cheng declare no relationships with any companies, whose products or services may be related to the subject matter of the article.
Statistics and Biometry:
No complex statistical methods were necessary for this paper.
Informed Consent:
Written informed consent was obtained from all subjects (patients) in this study.
Ethical Approval:
Institutional Review Board approval was obtained.
Methodology
• Post hoc analysis of a multicentre registry
References
- 1.Patel MR, Peterson ED, Dai D et al. (2010) Low diagnostic yield of elective coronary angiography. New England Journal of Medicine 362:886–895 [DOI] [PMC free article] [PubMed] [Google Scholar]
- 2.Investigators S-H (2018) Coronary CT angiography and 5-year risk of myocardial infarction. New England Journal of Medicine 379:924–933 [DOI] [PubMed] [Google Scholar]
- 3.Shaw LJ, Hausleiter J, Achenbach S et al. (2012) Coronary computed tomographic angiography as a gatekeeper to invasive diagnostic and surgical procedures: results from the multicenter CONFIRM (Coronary CT Angiography Evaluation for Clinical Outcomes: an International Multicenter) registry. Journal of the American College of Cardiology 60:2103–2114 [DOI] [PubMed] [Google Scholar]
- 4.Douglas PS, Hoffmann U, Patel MR et al. (2015) Outcomes of anatomical versus functional testing for coronary artery disease. New England Journal of Medicine 372:1291–1300 [DOI] [PMC free article] [PubMed] [Google Scholar]
- 5.Dey D, Gaur S, Ovrehus KA et al. (2018) Integrated prediction of lesion-specific ischaemia from quantitative coronary CT angiography using machine learning: a multicentre study. European Radiology 28:2655–2664 [DOI] [PMC free article] [PubMed] [Google Scholar]
- 6.Cheng VY, Berman DS, Rozanski A et al. (2011) Performance of the traditional age, sex, and angina typicality-based approach for estimating pretest probability of angiographically significant coronary artery disease in patients undergoing coronary computed tomographic angiography: results from the Multinational Coronary CT Angiography Evaluation for Clinical Outcomes: An International Multicenter Registry (CONFIRM). Circulation 124:2423–2432 [DOI] [PMC free article] [PubMed] [Google Scholar]
- 7.Greiner M, Sohr D, Göbel P (1995) A modified ROC analysis for the selection of cutoff values and the definition of intermediate results of serodiagnostic tests. Journal of immunological methods 185:123–132 [DOI] [PubMed] [Google Scholar]
- 8.Pencina MJ, D'Agostino RB Sr, Steyerberg EW (2011) Extensions of net reclassification improvement calculations to measure usefulness of new biomarkers. Statistics in medicine 30:11–21 [DOI] [PMC free article] [PubMed] [Google Scholar]
- 9.Pencina MJ, D'agostino RB, Pencina KM, Janssens ACJ, Greenland P (2012) Interpreting incremental value of markers added to risk prediction models. American journal of epidemiology 176:473–481 [DOI] [PMC free article] [PubMed] [Google Scholar]
- 10.Koo B-K, Erglis A, Doh J-H et al. (2011) Diagnosis of ischemia-causing coronary stenoses by noninvasive fractional flow reserve computed from coronary computed tomographic angiograms: results from the prospective multicenter DISCOVER-FLOW (Diagnosis of Ischemia-Causing Stenoses Obtained Via Noninvasive Fractional Flow Reserve) study. Journal of the American College of Cardiology 58:1989–1997 [DOI] [PubMed] [Google Scholar]
- 11.Douglas PS, Pontone G, Hlatky MA et al. (2015) Clinical outcomes of fractional flow reserve by computed tomographic angiography-guided diagnostic strategies vs. usual care in patients with suspected coronary artery disease: the prospective longitudinal trial of FFRCT: outcome and resource impacts study. European Heart Journal 36:3359–3367 [DOI] [PMC free article] [PubMed] [Google Scholar]
- 12.Fearon WF, Achenbach S, Engstrom T et al. (2019) Accuracy of fractional flow reserve derived from coronary angiography. Circulation 139:477–484 [DOI] [PubMed] [Google Scholar]
- 13.Zreik M, Lessmann N, van Hamersvelt RW et al. (2018) Deep learning analysis of the myocardium in coronary CT angiography for identification of patients with functionally significant coronary artery stenosis. Medical image analysis 44:72–85 [DOI] [PubMed] [Google Scholar]
- 14.Tesche C, De Cecco CN, Baumann S et al. (2018) Coronary CT angiography-derived fractional flow reserve: machine learning algorithm versus computational fluid dynamics modeling. Radiology 288:64–72 [DOI] [PubMed] [Google Scholar]
- 15.Pontone G, Rabbat MG (2017) The New Era of Computational Fluid Dynamics in CT Angiography: Far Beyond the FFR Number. J Am Coll Cardiol Img [DOI] [PubMed] [Google Scholar]
- 16.Hell MM, Motwani M, Otaki Y, Cadet S, Gransar H, Miranda-Peats R, Valk J, Slomka PJ, Cheng V, Rozanski R, Tamarappoo BK, Hayes S, Achenbach S, Berman DS, Dey D. (2017) Quantitative global plaque characteristics from coronary CT Angiography for the prediction of future cardiac death during 5 years of follow-up. European Heart Journal Cardiovascular Imaging 18:1331–1339 [DOI] [PMC free article] [PubMed] [Google Scholar]
- 17.Gaur S, Øvrehus KA, Dey D et al. (2016) Coronary plaque quantification and fractional flow reserve by coronary computed tomography angiography identify ischaemia-causing lesions. European Heart Journal 37:1220–1227 [DOI] [PMC free article] [PubMed] [Google Scholar]
- 18.Dey D, Diaz Zamudio M, Schuhbaeck A et al. (2015) Relationship between quantitative adverse plaque features from coronary computed tomography angiography and downstream impaired myocardial flow reserve by 13N-ammonia positron emission tomography: a pilot study. Circulation: Cardiovascular Imaging 8:e003255. [DOI] [PMC free article] [PubMed] [Google Scholar]
- 19.Xiong G, Kola D, Heo R, Elmore K, Cho I, Min JK (2015) Myocardial perfusion analysis in cardiac computed tomography angiographic images at rest. Medical image analysis 24:77–89 [DOI] [PMC free article] [PubMed] [Google Scholar]
- 20.Coenen A, Kim Y-H, Kruk M et al. (2018) Diagnostic accuracy of a machine-learning approach to coronary computed tomographic angiography–based fractional flow reserve: result from the MACHINE consortium. Circulation: Cardiovascular Imaging 11:e007217. [DOI] [PubMed] [Google Scholar]
- 21.Parikh RV, Liu G, Plomondon ME et al. (2020) Utilization and outcomes of measuring fractional flow Reserve in Patients with Stable Ischemic Heart Disease. Journal of the American College of Cardiology 75:409–419 [DOI] [PubMed] [Google Scholar]
- 22.Dey D, Gaur S, Ovrehus KA et al. (2018) Integrated prediction of lesion-specific ischaemia from quantitative coronary CT angiography using machine learning: a multicentre study. European radiology: 1–10 [DOI] [PMC free article] [PubMed] [Google Scholar]