| Literature DB >> 35774128 |
Lijie Wang1, Ailing Liu2, Zhiheng Wang1,3, Ning Xu2, Dandan Zhou2, Tao Qu2, Guiyuan Liu4, Jingtao Wang1,5, Fujun Yang6, Xiaolei Guo7, Weiwei Chi8, Fuzhong Xue1,9.
Abstract
Background: The aim of this study was to build and validate a radiomics nomogram by integrating the radiomics features extracted from the CT images and known clinical variables (TNM staging, etc.) to individually predict the overall survival (OS) of patients with non-small cell lung cancer (NSCLC).Entities:
Keywords: TNM staging; computed tomography; nomogram; non-small cell lung cancer; radiomics; survival
Year: 2022 PMID: 35774128 PMCID: PMC9237399 DOI: 10.3389/fonc.2022.816766
Source DB: PubMed Journal: Front Oncol ISSN: 2234-943X Impact factor: 5.738
Baseline demographic and clinical characteristics in the study.
| Variable | Level | Training data ( | Validation data ( | Total ( |
|
|---|---|---|---|---|---|
| Age | Mean (SD) median | 60.63 (8.77) 61.00 | 61.08 (8.85) 61.00 | 60.77 (8.79) 61.00 | 0.360 |
| Sex | Female | 517 (49.90) | 216 (48.65) | 733 (49.53) | 0.700 |
| Male | 519 (50.10) | 228 (51.35) | 747 (50.47) | ||
| Tumor location | Right upper | 321 (30.98) | 140 (31.53) | 461 (31.15) | 0.958 |
| Right lower | 196 (18.92) | 89 (20.05) | 285 (19.26) | ||
| Right middle | 103 (9.94) | 40 (9.01) | 143 (9.66) | ||
| Left upper | 236 (22.78) | 97 (21.85) | 333 (22.50) | ||
| Left lower | 180 (17.37) | 78 (17.57) | 258 (17.43) | ||
| Smoking status | Never | 686 (66.22) | 307 (69.14) | 993 (67.09) | 0.455 |
| Current | 222 (21.43) | 91 (20.50) | 313 (21.15) | ||
| Former | 128 (12.36) | 46 (10.36) | 174 (11.76) | ||
| Drinking status | No | 866 (83.59) | 386 (86.94) | 1,252 (84.59) | 0.120 |
| Yes | 170 (16.41) | 58 (13.06) | 228 (15.41) | ||
| T stage | T1 | 517 (49.90) | 242 (54.50) | 759 (51.28) | 0.131 |
| T2 | 338 (32.63) | 141 (31.76) | 479 (32.36) | ||
| T3 | 77 (7.43) | 32 (7.21) | 109 (7.36) | ||
| T4 | 104 (10.04) | 29 (6.53) | 133 (8.99) | ||
| N stage | N0 | 708 (68.34) | 324 (72.97) | 1,032 (69.73) | 0.218 |
| N1 | 92 (8.88) | 32 (7.21) | 124 (8.38) | ||
| N2 | 159 (15.35) | 65 (14.64) | 224 (15.14) | ||
| N3 | 77 (7.43) | 23 (5.18) | 100 (6.76) | ||
| M stage | M0 | 921 (88.90) | 385 (86.71) | 1,306 (88.24) | 0.267 |
| M1 | 115 (11.10) | 59 (13.29) | 174 (11.76) | ||
| COPD | No | 721 (69.59) | 333 (75.00) | 1,054 (71.22) | 0.041 |
| Yes | 315 (30.41) | 111 (25.00) | 426 (28.78) | ||
| Hypertension | No | 755 (72.88) | 306 (68.92) | 1,061 (71.69) | 0.137 |
| Yes | 281 (27.12) | 138 (31.08) | 419 (28.31) | ||
| Diabetes | No | 935 (90.25) | 390 (87.84) | 1,325 (89.53) | 0.195 |
| Yes | 101 (9.75) | 54 (12.16) | 155 (10.47) | ||
| CHD | No | 926 (89.38) | 413 (93.02) | 1,339 (90.47) | 0.037 |
| Yes | 110 (10.62) | 31 (6.98) | 141 (9.53) | ||
| Cerebrovascular disease | No | 1,010 (97.49) | 432 (97.30) | 1,442 (97.43) | 0.971 |
| Yes | 26 (2.51) | 12 (2.70) | 38 (2.57) |
SD, standard deviation; COPD, chronic obstructive pulmonary disease; CHD, coronary heart disease.
Figure 1The flowchart of the study.
The C-index with 95% confidence intervals calculated for the training and validation cohorts.
| Training cohort | Testing cohort | ||||
|---|---|---|---|---|---|
| C-index | 95% CI | C-index | 95% CI | ||
| Radiomics signature | 0.808 | 0.784–0.831 | 0.820 | 0.786–0.853 | |
| Clinical model | 0.851 | 0.832–0.870 | 0.854 | 0.824–0.884 | |
| Radiomics nomogram | 0.861 | 0.843–0.879 | 0.868 | 0.841–0.896 | |
CI, confidence interval.
Figure 2Development of the radiomics nomogram for patients with non-small cell lung cancer by integrating the radiomics signature with clinical information to predict the probability of overall survival at 1, 3, and 5 years.
Figure 3The calibration curves of the radiomics nomogram. (A–F) Calibration curves for predicting patient survival in the training cohort at 1 year (A), 3 years (B), and 5 years (C) and in the validation cohort at 1 year (D), 3 years (E), and 5 years (F). The overall survival predicted by the radiomics nomogram is on the x-axis, while the actual overall survival is on the y-axis. A graph drawn along the diagonal line represents the perfect prediction in which the predicted probabilities is exactly the same as the actual outcomes.