Derivation and internal validation of prediction models for pulmonary hypertension risk assessment in a cohort inhabiting Tibet, China

  1. Junhui Tang
  2. Rui Yang
  3. Hui Li
  4. Xiaodong Wei
  5. Zhen Yang
  6. Wenbin Cai
  7. Yao Jiang
  8. Ga Zhuo
  9. Li Meng
  10. Yali Xu  Is a corresponding author
  1. Department of Ultrasound, the General Hospital of Tibet Military Command, China
  2. Department of High Mountain Sickness, the General Hospital of Tibet Military Command, China
  3. Department of Ultrasound, Xinqiao Hospital, Army Medical University, China
6 figures, 3 tables and 1 additional file

Figures

Flow diagram.

Based on the exclusion and inclusion criteria, 6603 patients were included in this study. Patients were divided into a validation set and a derivation set randomly following a 7:3 ratio. Pulmonary hypertension, PH; right axis deviation, RAD; high voltage in the right ventricle, HVRV; incomplete right bundle branch block, IRBBB; atrial fibrillation, AF; sinus tachycardia, ST; T wave changes, TC; pulmonary P waves, PP.

Illustrates the optimal predictive variables as determined by the least absolute shrinkage and selection operator (LASSO) binary logistic regression model.

Panels A and B depict the measurement of tricuspid regurgitation spectra via transthoracic echocardiography in patients with Grade I pulmonary hypertension (PH) (A) and Grade III PH (B). Panels C to J demonstrate the identification of the optimal penalisation coefficient lambda (λ) in the LASSO model using 10-fold cross-validation for the PH ≥ I grade group (C) and the PH ≥ II grade group (D). The dotted line on the left (λ_min) represents the value of the harmonic parameter log(λ) at which the model’s error is minimised, and the dotted line on the right (λ_1se) indicates the value of the harmonic parameter log(λ) at which the model’s error is minimal minus 1 standard deviation. The LASSO coefficient profiles of 22 predictive factors for the PH ≥ I grade group (E) and the PH ≥ II grade group (F) show that as the value of λ decreased, the degree of model compression increased, enhancing the model’s ability to select significant variables. Receiver operating characteristic (ROC) curves were constructed for three models (LASSO, LASSO-λ_min, and LASSO-λ_1se) in both the PH ≥ I grade group (G) and the PH ≥ II grade group (H). Histograms depict the final variables selected according to λ_1se and their coefficients for the PH ≥ I grade group (I) and the PH ≥ II grade group (J). Asterisks denote levels of statistical significance: *p < 0.05, **p < 0.01, ***p < 0.001.

Nomogram for predicting pulmonary hypertension (PH) and risk stratification based on total score.

(A–C) NomogramI for the prediction of PH ≥ I grade in the PH ≥ I grade group. Points for each independent factor are summed to calculate total points, determining the corresponding ‘risk’ level. Patients were divided into ‘High-risk’ and ‘Low-risk’ subgroups according to the cut-off of the total points (A). Histograms illustrate the odds ratio (OR) comparing the ‘High-risk’ group to the ‘Low-risk’ group in the derivation set (B) and validation set (C). (D–F) NomogramII for predicting PH ≥ II grade within the PH ≥ II grade group: Similarly, points from each independent factor are totalled, and the corresponding ‘risk’ level is ascertained. Patients are divided into ‘High-risk’ and ‘Low-risk’ groups based on the cut-off value of the total points (D). Histograms display the OR for the ‘High-risk’ group compared to the ‘Low-risk’ group in the derivation (E) and validation set (F). ***p < 0.001. (G) Screenshot of dynamic NomogramII’s web page.

Receiver operating characteristic (ROC) curves and area under the curve (AUC) for NomogramI in pulmonary hypertension (PH) ≥ I and NomogramII in PH ≥ II grade groups.

In the PH ≥ I grade group, the ROC and corresponding AUC of NomogramI and independent factors in the derivation set (A–C) and validation set (D–F). In the PH ≥ II grade group, the ROC and corresponding AUC of NomogramII and independent factors in the derivation set (G–I) and validation set (J–L).

Calibration plots and Hosmer–Lemeshow test results for NomogramI in pulmonary hypertension (PH) ≥ I and NomogramII in PH ≥ II grade groups.

In the PH ≥ I grade group, the calibration plots of NomogramI in the derivation set (A) and the validation set (B). In the PH ≥ II grade group, the calibration plots of NomogramII in the derivation set (C) and the validation set (D). (E) In the PH ≥ I grade group, Hosmer–Lemeshow test results for NomogramI in the derivation set and the validation set. (F) In the PH ≥ II grade group, Hosmer–Lemeshow test results for NomogramII in the derivation set and the validation set.

Decision curve analysis (DCA) for NomogramI in the pulmonary hypertension (PH) ≥ I grade and NomogramII in the PH ≥ II grade group.

In the PH ≥ I grade group, the DCAs of NomogramI and independent factors in the derivation (A, C) and validation set (B, D). In the PH ≥ II grade group, the DCAs of NomogramII and independent factors in the derivation (E, G) and validation set (F, H).

Tables

Table 1
Baseline characteristics of individuals in the derivation and validation sets.
VariableDerivation set (n = 4622)Validation set (n = 1981)p
Age
Total (mean ± SD)
42.43 ± 16.9342.05 ± 16.410.390
Age ≤42, n (%)2619 (56.66)1135 (57.29)
Age >42, n (%)2003 (43.34)846 (42.71)0.635
Tibetan, n (%)0.538
No2856 (61.79)1240 (62.59)
Yes1766 (38.21)741 (37.41)
Gender, n (%)0.260
Female1219 (26.37)549 (27.71)
Male3403 (73.63)1432 (72.29)
RAD, n (%)0.141
No3833 (82.93)1672 (84.40)
Yes789 (17.07)309 (15.60)
CR, n (%)0.387
No4000 (86.54)1730 (87.33)
Yes622 (13.46)251 (12.67)
CCR, n (%)0.402
No3994 (86.41)1727 (87.18)
Yes628 (13.59)254 (12.82)
HVRV, n (%)0.102
No4151 (89.81)1805 (91.12)
Yes471 (10.19)176 (8.88)
IRBBB, n (%)0.573
No4547 (98.38)1945 (98.18)
Yes75 (1.62)36 (1.82)
CRBBB, n (%)0.945
No4444 (96.15)1904 (96.11)
Yes178 (3.85)77 (3.89)
AF, n (%)0.594
No4551 (98.46)1954 (98.64)
Yes71 (1.54)27 (1.36)
SA, n (%)0.243
No4247 (91.89)1837 (92.73)
Yes375 (8.11)144 (7.27)
ST, n (%)0.910
No4395 (95.09)1885 (95.15)
Yes227 (4.91)96 (4.85)
SB, n (%)0.345
No4245 (91.84)1833 (92.53)
Yes377 (8.16)148 (7.47)
TC, n (%)0.769
No4003 (86.61)1721 (86.88)
Yes619 (13.39)260 (13.12)
STC, n (%)0.415
No4399 (95.18)1876 (94.70)
Yes223 (4.82)105 (5.30)
APB, n (%)0.219
No4587 (99.24)1960 (98.94)
Yes35 (0.76)21 (1.06)
JPB, n (%)0.425
No4603 (99.59)1970 (99.44)
Yes19 (0.41)11 (0.56)
VPB, n (%)0.844
No4580 (99.09)1962 (99.04)
Yes42 (0.91)19 (0.96)
PP, n (%)0.439
No4507 (97.51)1938 (97.83)
Yes115 (2.49)43 (2.17)
CLBBB, n (%)0.757
No4610 (99.74)1975 (99.70)
Yes12 (0.26)6 (0.30)
IAB, n (%)0.910
No4556 (98.57)1952 (98.54)
Yes66 (1.43)29 (1.46)
PH ≥ I grade, n (%)0.820
No2793 (60.43)1203 (60.73)
Yes1829 (39.57)778 (39.27)
PH ≥ II grade, n (%)0.962
No4227 (91.45)1811 (91.42)
Yes395 (8.55)170 (8.58)
Table 2
Risk factors for pulmonary hypertension (PH) ≥ I grade in the derivation set.
Variableβ-CoefficientOR (95% CI)p
Tibetan0.341.40 (1.23–1.60)<0.001
Gender−0.30.74 (0.65–0.84)<0.001
Age0.0341.03 (1.03–1.04)<0.001
IRBBB1.1063.02 (1.96–4.67)<0.001
AF1.4314.18 (2.19–7.97)<0.001
ST0.3691.45 (1.14–1.84)0.003
TC0.3061.36 (1.16–1.59)<0.001
Table 3
Risk factors for pulmonary hypertension (PH) ≥ II grade in the derivation set.
Variableβ-CoefficientOR (95% CI)p
Tibetan0.6891.99 (1.55–2.57)<0.001
Age0.0421.04 (1.03–1.05)<0.001
RAD0.7512.12 (1.56–2.88)<0.001
HVRV0.4861.63 (1.14–2.31)0.007
IRBBB1.5124.53 (2.77–7.42)<0.001
AF2.1028.18 (5.13–13.05)<0.001
ST1.2473.48 (2.58–4.70)<0.001
TC0.5921.81 (1.44–2.27)<0.001
PP1.4864.42 (2.96–6.61)<0.001

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  1. Junhui Tang
  2. Rui Yang
  3. Hui Li
  4. Xiaodong Wei
  5. Zhen Yang
  6. Wenbin Cai
  7. Yao Jiang
  8. Ga Zhuo
  9. Li Meng
  10. Yali Xu
(2024)
Derivation and internal validation of prediction models for pulmonary hypertension risk assessment in a cohort inhabiting Tibet, China
eLife 13:RP98169.
https://doi.org/10.7554/eLife.98169.3