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. 2021 Jan 28;23(5):935–945. doi: 10.1111/jch.14200

TABLE 1.

Clinical, anthropometric, and ECG data (features) used as inputs to the machine learning (ML) model

Feature Description, Units/Classes Range Mean/Mode
Sex Male/Female 2 F
Age Age, years 31–90 61.5
Hypertension History of hypertension* 2 1
BMI group Body mass index class** 3 3
Height Height, cm 137.0–194.0 165
BSA Body surface area, m2 1.3–2.8 1.93
P duration P wave duration, ms 0.0–154.0 113
QRS duration QRS interval duration, ms 68.0–138.0 92.7
QTc duration QT‐interval corrected for heart rate***, ms 368.0–510.0 422
ST duration ST segment duration, ms 0.0–277.0 112
S amplitude (V1) S wave amplitude in V1, mV 0.0–1.9 0.732
SL Sokolow‐Lyon voltage, mV 0.5–4.5 1.93
R amplitude max Tallest R wave in limb leads, mV 0.3–1.9 0.903
BMI/SL BMI divided by SL voltage, kg/m2mV 6.0–73.8 17.4
ID (V5) Intrinsicoid deflection in V5, ms 24.0–57.0 39.5
Area R (aVF) Area under R wave in aVF, ms·mv 0.0–21.3 3.46
Area S (V1) Area under S wave in V1, ms·mv 0.0–62.2 17.3
Area QRS (V5) Area under QRS interval in V5, ms·mv 11.0–80.2 33.7
Area QRS (12) Total area in all leads (sum), ms·mv 137.5–672.9 285
R amplitude (V2) R wave amplitude in V2, mV 0.0–2.0 0.41
Cornell product [R(aVL)+S(V3)]xQRS duration, ms·mv 3.6–243.8 52.6
S amplitude (V2) S wave amplitude in V2, mV 0.1–2.3 0.784
S amplitude (V5) S wave amplitude in V5, mV 0.0–1.3 0.381
QRS‐T angle Planar Frontal QRS‐T angle, degrees 0.0–176.0 33.3
QRS axis front QRS axis front, degrees −77.0–97.0 15.6
T axis front T axis front, degrees −59.0–258.0 39.8
T amplitude (aVL) T wave amplitude in aVL, mV −0.3–0.3 0.0815
T amplitude (V2) T wave amplitude in V2, mV −0.3–1.2 0.253
J point (V5) J point deflection, mV −0.2–0.1 −0.0422
R‐S vector ratio R‐S vector ratio V5/V2 0.0–118.0 5.41
S amplitude (V3) S wave amplitude in V3, mV 0.1–2.7 0.828
Cornell sum R (aVL) + S (V3), mV 0.2–3.8 1.39
*

0 = no history of hypertension, 1 = history of hypertension

**

Classes are: normal weight, overweight, obese

***

Calculated using the Bazett formula: QTc=QTRR, where QTc (ms), QT (ms), RR (unitless)