| Literature DB >> 34858836 |
Jiabi Zhao1, Lin Sun2, Ke Sun1, Tingting Wang1, Bin Wang3, Yang Yang1, Chunyan Wu4, Xiwen Sun1.
Abstract
OBJECTIVE: To establish a CT-based radiomics nomogram model for classifying pulmonary cryptococcosis (PC) and lung adenocarcinoma (LAC) in patients with a solitary pulmonary solid nodule (SPSN) and assess its differentiation ability.Entities:
Keywords: differentiate; lung adenocarcinoma; pulmonary cryptococcosis; radiomics; solitary pulmonary solid nodule
Year: 2021 PMID: 34858836 PMCID: PMC8630666 DOI: 10.3389/fonc.2021.759840
Source DB: PubMed Journal: Front Oncol ISSN: 2234-943X Impact factor: 6.244
Clinical characteristics and radiologic signs from SPSNs in LAC and PC groups.
| Variates | Train cohort ( |
| Test cohort ( |
| ||
|---|---|---|---|---|---|---|
| PC ( | LAC ( | PC ( | LAC ( | |||
| Gender | .308 | .089 | ||||
| Female | 60 (39.7%) | 67 (45.6%) | 20 (32.26%) | 31 (46.97%) | ||
| Male | 91 (60.3%) | 80 (54.4%) | 42 (67.74%) | 35 (53.03%) | ||
| Smoking status | .671 | .692 | ||||
| Never smoked | 130 (86.09%) | 129 (87.76%) | 51 (82.26%) | 56 (84.85%) | ||
| Former or current smoker | 21 (13.91%) | 18 (12.24%) | 11 (17.74%) | 10 (15.15%) | ||
| Immune status | .070 | .894 | ||||
| Immunocompetent | 134 (88.74%) | 139 (94.56%) | 54 (87.10%) | 58 (87.88%) | ||
| Immunocompromised | 17 (11.26%) | 8 (5.44%) | 8 (12.90%) | 8 (12.12%) | ||
| Maximum diameter | 15.54 ± 4.39 | 17.97 ± 6.14 | .001* | 15.28 ± 4.46 | 18.08 ± 5.86 | .003* |
| Age | 56.91 ± 10.13 | 56.76 ± 10.71 | .749 | 55.32 ± 8.20 | 56.71 ± 11.27 | .448 |
| Size | 14.10 ± 5.23 | 15.90 ± 5.13 | .004* | 13.82 ± 4.19 | 16.07 ± 5.73 | .016* |
| Location | .202 | .082 | ||||
| Upper or middle | 70 (46.36%) | 79 (53.74%) | 30 (48.39%) | 42 (63.64%) | ||
| Lower | 81 (53.64%) | 68 (46.26%) | 32 (51.61%) | 24 (36.36%) | ||
| Shape | .387 | .592 | ||||
| Round or ellipse | 85 (56.29%) | 90 (61.22%) | 33 (53.23%) | 32 (48.48%) | ||
| Irregular | 66 (43.71%) | 57 (38.78%) | 29 (46.77%) | 34 (51.52%) | ||
| Lobulation | <.001* | .001* | ||||
| Absent | 51 (33.77%) | 12 (8.16%) | 18 (29.03%) | 4 (6.06%) | ||
| Present | 100 (66.23%) | 135 (91.84%) | 44 (71.97%) | 62 (93.94%) | ||
| Spiculation | .113 | .416 | ||||
| Absent | 67 (44.37%) | 52 (35.37%) | 23 (37.10%) | 20 (30.30%) | ||
| Present | 84 (55.63%) | 95 (64.63%) | 39 (62.90%) | 46 (69.70%) | ||
| Air bronchogram | .353 | .003* | ||||
| Absent | 115 (76.16%) | 105 (71.43%) | 52 (83.87%) | 40 (60.61%) | ||
| Present | 36 (23.84%) | 42 (28.57%) | 10 (16.13%) | 26 (39.39%) | ||
| Pleural retraction | <.001* | .001* | ||||
| Absent | 131 (86.75%) | 78 (53.06%) | 47 (75.81%) | 31 (46.97%) | ||
| Present | 20 (13.25%) | 69 (46.94%) | 15 (24.19%) | 35 (53.03%) | ||
| Cavity | .705 | .956 | ||||
| Absent | 147 (97.35%) | 145 (98.64%) | 59 (96.77%) | 65 (98.48%) | ||
| Present | 4 (2.65%) | 2 (1.36%) | 2 (3.23%) | 1 (1.52%) | ||
Differences were assessed by the Wilcoxon Rank Sum test or Pearson chi-square test. SD, standard deviation. *p < 0.05.
Results of logistic regression analysis for clinical features.
| Variates | Univariate logistic regression |
| Multivariate logistic regression |
| ||
|---|---|---|---|---|---|---|
| OR | 95% CI | OR | 95% CI | |||
| Maximum diameter | 1.075 | 1.032–1.120 | <.001* | 1.059 | 1.011–1.108 | .016* |
| Size | 1.069 | 1.022–1.118 | .003* | — | — | — |
| Lobulation | 0.174 | 0.088–0.344 | <.001* | 0.205 | 0.099–0.424 | <.001* |
| Pleural retraction | 0.173 | 0.097–0.306 | <.001* | 0.199 | 0.109–0.361 | <.001* |
*p < 0.05.
Figure 1The process of radiomics features selection using the LASSO algorithm. (A) The relationship between mean square error (MSE) and parameter (λ) was visualized. As the parameter (λ) increased, the MSE decreased gradually. When the value of λ was 0.0118, which was supposed to be the optimal parameter based on fivefold cross-validation, the MSE reached the lowest point, and the dotted vertical line was plotted. (B) The coefficient profile of the radiomics features in LASSO analysis. As the parameter swelled, more and more coefficients of features were compressed to zero. When the value of λ was 0.0118, and log(λ) = −1.9293, an optimal subset with 24 non-zero features was yielded.
Figure 2The name and coefficient of the remaining 24 radiomics features after feature selection by the LASSO method.
Figure 3ROC curves and AUCs of three diagnostic models in the (A) training and (B) test cohorts.
Multivariate logistic regression analysis of nomogram model.
| Variates |
| S.E. | Wals |
| OR | 95% CI |
|---|---|---|---|---|---|---|
| Maximum diameter | −0.101 | 0.36 | 7.912 | .005* | 0.904 | 0.842, 0.970 |
| Size | — | — | — | — | — | — |
| Lobulation | −1.229 | 0.423 | 8.436 | .004* | 0.292 | 0.142, 0.549 |
| Pleural retraction | −1.277 | 0.345 | 13.678 | <.001* | 0.279 | 0.142, 0.549 |
| Radiomics signature | 7.219 | 1.049 | 47.376 | <.001* | 1365.794 | 174.811, 10,670.895 |
| Constant | −0.839 | 0.566 | 2.199 | .138 | 0.432 | — |
CI, confidence interval; OR, odds ratio; S.E., standard error. *p < 0.05.
Figure 4The nomogram, calibration curve, and decision curve analysis. (A) A nomogram incorporating radiomics signature and radiologic signs was constructed on the basis of the training set. The calibration curve of the nomogram model in the training cohort (B) and test cohort (C). The abscissa axis represented the predictive probability by nomogram, and the vertical axis meant the actual lung adenocarcinoma probability. The ideal and bias-corrected probabilities were presented with the solid red and green lines, respectively. (D) Decision curve analysis of three predictive models.
Predictive performances of three models in the training and test cohort, respectively.
| Index | Training cohort ( | Test cohort ( | ||||
|---|---|---|---|---|---|---|
| Clinical model | Radiomics signature | Radiomics nomogram | Clinical model | Radiomics signature | Radiomics nomogram | |
| Cutoff value | 0.5279 | −0.2206 | 0.5840 | 0.4473 | −0.1027 | 0.4555 |
| AUC (95% CI) | 0.7901 (0.7398–0.8403) | 0.8519 (0.7881–0.9157) | 0.9101 (0.8787–0.9416) | 0.6654 (0.5718–0.7591) | 0.8306 (0.7852–0.8759) | 0.8881 (0.8336–0.9425) |
| Accuracy | 0.7114 (212/298) | 0.7382 (220/298) | 0.8154 (243/298) | 0.5859 (75/128) | 0.7500 (96/128) | 0.8203 (105/128) |
| Sensitivity | 0.7152 (108/151) | 0.7417 (112/151) | 0.8013 (121/151) | 0.6290 (39/62) | 0.7258 (45/62) | 0.8065 (50/62) |
| Specificity | 0.7075 (104/147) | 0.7347 (108/147) | 0.8299 (122/147) | 0.5455 (36/66) | 0.7727 (51/66) | 0.8333 (55/60) |
| PPV | 0.7152 (108/151) | 0.7417 (112/151) | 0.8288 (121/146) | 0.5652 (39/69) | 0.7500 (45/60) | 0.8197 (50/61) |
| NPV | 0.7152 (108/151) | 0.7417 (112/151) | 0.8013 (121/151) | 0.6290 (39/62) | 0.7258 (45/62) | 0.8065 (50/62) |
CI, confidence interval; PPV and NPV, positive and negative predictive values. Numbers in parentheses were used to calculate percentages.