| Literature DB >> 34041028 |
Rongwei Ruan1, Shengsen Chen1, Yali Tao1, Jiangping Yu1, Danping Zhou1, Zhao Cui1, Qiwen Shen1, Shi Wang1.
Abstract
The lymphovascular invasion (LVI) status facilitates the determination of the optimal therapeutic strategy for superficial esophageal squamous cell carcinoma (SESCC), but in clinical practice, LVI must be confirmed by postoperative pathology. However, studies of the risk factors for LVI in SESCC are limited. Consequently, this study aimed to identify the risk factors for LVI and use these factors to establish a prediction model. The data of 516 patients who underwent radical esophagectomy between January 2007 and September 2019 were retrospectively collected (training set, n=361, January 2007 to May 2015; validation set, n=155, June 2015 to September 2019). In the training set, least absolute shrinkage and selection operator (LASSO) regression and multivariate analyses were utilized to identify predictive factors for LVI in patients with SESCC. A nomogram was then developed using these predictors. The area under the curve (AUC), calibration curve, and decision curve were used to evaluate the efficiency, accuracy, and clinical utility of the model. LASSO regression indicated that the tumor size, depth of invasion, tumor differentiation, lymph node metastasis (LNM), sex, circumferential extension, the presence of multiple lesions, and the resection margin were correlated with LVI. However, multivariate analysis revealed that only the tumor size, depth of invasion, tumor differentiation, and LNM were independent risk factors for LVI. Incorporating these four variables, model 1 achieved an AUC of 0.817 in predicting LVI. Adding circumferential extension to model 1 did not appreciably change the AUC and integrated discrimination improvement, but led to a significant increase in the net reclassification improvement (p=0.011). A final nomogram was constructed by incorporating tumor size, depth of invasion, tumor differentiation, LNM, and circumferential extension and showed good discrimination (training set, AUC=0.833; validation set, AUC=0.819) and good calibration in the training and validation sets. Decision curve analysis demonstrated that the nomogram was clinically useful in both sets. Thus, it is possible to predict the status of LVI using this nomogram scoring system, which can aid the selection of an appropriate treatment plan.Entities:
Keywords: lymphovascular invasion; nomogram; prediction model; risk factor; superficial esophageal squamous cell carcinoma
Year: 2021 PMID: 34041028 PMCID: PMC8141657 DOI: 10.3389/fonc.2021.663802
Source DB: PubMed Journal: Front Oncol ISSN: 2234-943X Impact factor: 6.244
Figure 1Flowchart of patients included in the analysis.
Participant characteristics.
| Variables | Training set (n=361) | Validation set (n=155) | P |
|---|---|---|---|
| Sex, n(%) | 0.223 | ||
| Male | 303(83.9) | 137(88.4) | |
| Female | 58(16.1) | 18(11.6) | |
| Age(years), median(range) | 61(22-78) | 62(44-79) | 0.107 |
| Tumor size(cm), median(range) | 3(1-9) | 3(1-11) | 0.116 |
| Circumferential extension, n(%) | 0.343 | ||
| ≤1/2 | 291(80.6) | 119(76.8) | |
| >1/2 | 70(19.4) | 36(23.2) | |
| Location within esophagus, n(%) | 0.341 | ||
| Upper | 15(4.2) | 3(1.9) | |
| Middle | 257(71.2) | 108(69.7) | |
| Lower | 89(24.6) | 44(28.4) | |
| Depth of invasion, n(%) | 0.732 | ||
| Mucosa | 81(22.4) | 37(23.9) | |
| Submucosa | 280(77.6) | 118(76.1) | |
| Tumor differentiation, n(%) | 0.215 | ||
| Carcinoma in situ | 13(3.6) | 3(1.9) | |
| Well | 68(18.8) | 30(19.4) | |
| Moderate | 179(49.6) | 66(42.6) | |
| Poor | 101(28.0) | 56(36.1) | |
| LVI, n(%) | 0.756 | ||
| No | 321(88.9) | 140(90.3) | |
| Yes | 40(11.1) | 15(9.7) | |
| Macroscopic type, n(%) | 0.771 | ||
| I | 156(43.2) | 64(41.3) | |
| II | 191(52.9) | 83(53.5) | |
| III | 14(3.9) | 8(5.2) | |
| Multiple lesions, n(%) | 0.996 | ||
| No | 333(92.2) | 143(92.3) | |
| Yes | 28(7.8) | 12(7.7) | |
| LNM | 0.919 | ||
| No | 274(75.9) | 117(75.5) | |
| Yes | 87(24.1) | 38(24.5) | |
| Resection margin, n(%) | 0.419 | ||
| R0 | 347(96.1) | 152(98.1) | |
| R1 | 14(3.9) | 3(1.9) |
LVI, lymphovascular invasion; LNM, Lymph node metastasis;
I = superficial and protruding type; II = flat type; III = superficial and excavated type;
P: Categorical variables—χ2 test or Fisher’s exact test; Continuous variables—Mann-Whitney test.
Clinicopathologic findings according to lymphovascular invasion in training set.
| Variables | LVI(-) (n=321) | LVI(+) (n=40) | P |
|---|---|---|---|
| Gender, n(%) | 0.362 | ||
| Male | 267(83.2) | 36(90.0) | |
| Female | 54(16.8) | 4(10.0) | |
| Age(years), median(range) | 61(22-78) | 58(48-76) | 0.260 |
| Tumor size(cm), median(range) | 3(1-9) | 4(2-7) |
|
| Circumferential extension, n(%) | 0.456 | ||
| ≤1/2 | 257(80.1) | 34(85.0) | |
| >1/2 | 64(19.9) | 6(15.0) | |
| Location within esophagus, n(%) | 0.797 | ||
| Upper | 14(4.4) | 1(2.5) | |
| Middle | 229(71.3) | 28(70.0) | |
| Lower | 78(24.3) | 11(27.5) | |
| Depth of invasion, n(%) |
| ||
| Mucosa | 79(24.6) | 2(5.0) | |
| Submucosa | 242(75.4) | 38(95.0) | |
| Tumor differentiation, n(%) |
| ||
| Carcinoma in situ | 13(4.0) | 0(0) | |
| Well | 64(19.9) | 4(10.0) | |
| Moderate | 163(50.8) | 16(40.0) | |
| Poor | 81(25.2) | 20(50.0) | |
| LNM, n(%) |
| ||
| No | 258(80.4) | 16(40.0) | |
| Yes | 63(19.6) | 24(60.0) | |
| Macroscopic type, n(%) | 0.222 | ||
| I | 134(41.7) | 22(55.0) | |
| II | 175(54.5) | 16(40.0) | |
| III | 12(3.7) | 2(5.0) | |
| Multiple lesions, n(%) | 0.069 | ||
| No | 299(93.1) | 34(85.0) | |
| Yes | 22(6.9) | 6(15.0) | |
| Resection margin, n(%) | 0.632 | ||
| R0 | 308 | 39 | |
| R1 | 13 | 1 |
LVI, lymphovascular invasion; LNM, Lymph node metastasis;
I = superficial and protruding type; II = flat type; III = superficial and excavated type;
P: Categorical variables—χ2 test or Fisher’s exact test; Continuous variables—Mann-Whitney test.
The bold values mean statistical significance.
Multivariate logistic analysis of risk factors for lymphovascular invasion in training set.
| Factors | β | OR | 95% CI | P |
|---|---|---|---|---|
| Tumor size | ||||
| ≤2.5cm | Reference | |||
| >2.5cm | 1.159 | 3.186 | 1.348-7.532 |
|
| Depth of invasion | ||||
| Mucosa | Reference | |||
| Submucosa | 1.583 | 4.871 | 1.082-21.925 |
|
| Tumor differentiation | ||||
| Well or Carcinoma in situ | -1.619 | 0.198 | 0.059-0.659 |
|
| Moderate | -0.906 | 0.404 | 0.182-0.896 |
|
| Poor | Reference | |||
| LNM | ||||
| No | Reference | |||
| Yes | 1.422 | 4.145 | 1.991-8.629 |
|
| Multiple lesions, n (%) | ||||
| No | Reference | |||
| Yes | 0.231 | 1.260 | 0.411-3.859 | 0.686 |
LNM, Lymph node metastasis; I = superficial and protruding type; II = flat type; III = superficial and excavated type.
The bold values mean statistical significance.
Figure 2Selection of demographic and clinical features using the least absolute shrinkage and selection operator (LASSO) regression model. (A) Selection of optimal parameters (lambda) from the LASSO model using 10-fold cross-validation and minimum criteria. Dotted vertical lines were drawn at the optimal values using the minimum criteria and the 1 standard error of the minimum criteria (1-SE criteria). (B) LASSO coefficient profiles of 10 features. A coefficient profile plot was produced against the log (lambda) sequence.
Comparison of different prediction model for estimating the risk of LVI presence.
| Variables | AUC (95%CI) | P | IDI% (95%CI) | P | NRI% (95%CI) | P |
|---|---|---|---|---|---|---|
| Model 1(Base model) | 0.817(0.757-0.878) | Reference | Reference | Reference | ||
| Model 2 | 0.819(0.757-0.880) | 0.869 | 0.36(-0.40-1.13) | 0.351 | 4.70(-4.91-14.32) | 0.338 |
| Model 3 | 0.833(0.776-0.891) | 0.134 | 1.55(-0.68-3.77) | 0.173 | 17.20(4.03-30.37) |
|
| Model 4 | 0.817(0.756-0.878) | 0.931 | 0.12(-0.38-0.62) | 0.641 | -0.31(-0.92-0.30) | 0.317 |
AUC, area under curve; IDI, integrated discrimination improvement; NRI, net re-classification improvement.
Model 1=Tumor size+ Depth of invasion+ Tumor differentiation+ LNM;
Model 2=Model 1+ Gender;
Model 3=Model 1+ Circumferential extension;
Model 4=Model 1+ Multiple lesions.
The bold value means statistical significance.
Figure 3The nomogram and its calibration. (A) Nomogram for predicting the probability of lymphovascular invasion in patients with superficial esophageal squamous cell carcinoma in training set. Locate the patient’s characteristic on a variable row and draw a vertical line straight up to the points’ row (top) to assign a point value for the variable. Add up the total number of points and drop a vertical line from the total points’ row to obtain the probability of lymph node metastasis. The calibration curve based on internal validation with a bootstrap resampling frequency of 1000 in the training cohort (B) and validation set (C).
Figure 4ROC curve of the nomogram for predicting LVI in training set (A) and validation set (B).
Figure 5Decision curves of the nomogram predicting LVI in training set (A) and validation set (B).