2020
DOI: 10.1186/s13014-020-1467-x
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Predictive model of the first failure pattern in patients receiving definitive chemoradiotherapy for inoperable locally advanced non-small cell lung cancer (LA-NSCLC)

Abstract: Purpose: To analyze patterns of failure in patients with LA-NSCLC who received definitive chemoradiotherapy (CRT) and to build a nomogram for predicting the failure patterns in this population of patients. Materials and methods: Clinicopathological data of patients with LA-NSCLC who received definitive chemoradiotherapy and follow-up between 2013 and 2016 in our hospital were collected. The endpoint was the first failure after definitive chemoradiotherapy. With using elastic net regression and 5-fold nested cr… Show more

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Cited by 6 publications
(6 citation statements)
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References 25 publications
(35 reference statements)
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“…The elastic net regularized logistic regression method was used to classify: (1) dengue vs. malaria: HC vs. Dengue, HC vs. malaria, dengue vs. malaria; (2) type of malaria: HC vs. FM, HC vs. VM, FM vs. VM; (3) severity of FM: HC vs. NSFM, HC vs. SFM, NSFM vs. SFM; (4) severity of VM: HC vs. NSVM, HC vs. SVM, NSVM vs. SVM; (5) severity of dengue: HC vs. NSD, HC vs. SD, NSD vs. SD. Of note, the elastic net regularized logistic regression model offers more flexibility in two ways -(i) the l 1 norm helps attain parsimony in the sense that it optimally chooses the number of covariates (in the context of present dataset the covariates are proteins) by driving coefficients of unimportant covariates to zero and (ii) l 2 norm helps address the issue of multicollinearity [74][75][76][77][78][79][80][81][82] . k-fold nested cross-validation (k = 10 for malaria vs. dengue, k = 10 for falciparum vs. vivax, and k = 5 for cerebral vs. severe malaria anemia) was used as it provides robust and almost unbiased parameter estimates and model performance evaluation even for small sample sizes 83,84 .…”
Section: Methodsmentioning
confidence: 99%
“…The elastic net regularized logistic regression method was used to classify: (1) dengue vs. malaria: HC vs. Dengue, HC vs. malaria, dengue vs. malaria; (2) type of malaria: HC vs. FM, HC vs. VM, FM vs. VM; (3) severity of FM: HC vs. NSFM, HC vs. SFM, NSFM vs. SFM; (4) severity of VM: HC vs. NSVM, HC vs. SVM, NSVM vs. SVM; (5) severity of dengue: HC vs. NSD, HC vs. SD, NSD vs. SD. Of note, the elastic net regularized logistic regression model offers more flexibility in two ways -(i) the l 1 norm helps attain parsimony in the sense that it optimally chooses the number of covariates (in the context of present dataset the covariates are proteins) by driving coefficients of unimportant covariates to zero and (ii) l 2 norm helps address the issue of multicollinearity [74][75][76][77][78][79][80][81][82] . k-fold nested cross-validation (k = 10 for malaria vs. dengue, k = 10 for falciparum vs. vivax, and k = 5 for cerebral vs. severe malaria anemia) was used as it provides robust and almost unbiased parameter estimates and model performance evaluation even for small sample sizes 83,84 .…”
Section: Methodsmentioning
confidence: 99%
“…The development of accurate models to predict disease recurrence in patients with NSCLC treated with definitive chemoradiotherapy, also known as treatment failure, could play a fundamental role in the efficient personalization of treatment. In fact, previous investigators have utilized clinicopathological data to develop predictive models for treatment failures, demonstrating an ability to predict patterns of failure in NSCLC [22] and to identify factors associated with increased or decreased risks of treatment failure [23]. However, tumoral molecular characterization and genomic analysis require tumor biopsies that are invasive and can be associated with life-threatening complications [24].…”
Section: Introductionmentioning
confidence: 99%
“…Predictors of sampling errors were analyzed via univariable and multivariable logistic regression. To avoid overfitting of the multivariable model due to the large number of variables and relatively low number of sampling errors, variables were selected using a regularized (elastic-net) logistic regression model, with elastic mixing and penalization terms estimated via repeated cross-validation performed using R software (R Core Team, 2020 version 4.0.3) with packages “caret” (Version 6.0–86, 2020) and “glmnet” (Version 4.1, 2020) [ 13 , 14 ]. Model fit was determined via area under the receiver operator curve (AUC).…”
Section: Methodsmentioning
confidence: 99%