| Literature DB >> 35079223 |
Xin Hua1, Fangfang Duan1, Wenyu Zhai2, Chenge Song1, Chang Jiang1, Li Wang1, Jiajia Huang1, Huanxin Lin3, Zhongyu Yuan1.
Abstract
PURPOSE: We attempted to explore the prognostic value of baseline inflammatory and nutritional biomarkers at diagnosis in patients with early-stage breast cancer and develop a novel scoring system, the inflammatory-nutritional prognostic score (INPS). PATIENTS AND METHODS: We collected clinicopathological and baseline laboratory data of 1259 patients with early-stage breast cancer between December 2010 and November 2012 from Sun Yat-sen University Cancer Center. Eligible patients were randomly divided into training and validation cohorts (n = 883 and 376, respectively) in a 7:3 ratio. We selected the most valuable biomarkers to develop INPS by the least absolute shrinkage and selection operator (LASSO) Cox regression model. A prognostic nomogram incorporating INPS and other independent clinicopathological factors was developed based on the stepwise multivariate Cox regression method. Then, we used the concordance index (C-index), calibration plot, and time-dependent receiver operating characteristic (ROC) analysis to evaluate the prognostic performance and predictive accuracy of the predictive nomogram.Entities:
Keywords: LASSO Cox analysis; early-stage breast cancer; inflammatory-nutritional biomarker; overall survival; prognostic nomograms
Year: 2022 PMID: 35079223 PMCID: PMC8776566 DOI: 10.2147/JIR.S338421
Source DB: PubMed Journal: J Inflamm Res ISSN: 1178-7031
Comparison of Baseline Clinicopathological Characteristics Between the Training and Validation Cohorts
| Variables | All | Training | Validation | P value |
|---|---|---|---|---|
| N = 1259 | N = 883 | N = 376 | ||
| Age(years), median (IQR) | 48.0 (41.0–57.0) | 48.0 (41.0–57.0) | 47.5 (41.0–56.0) | 0.395 |
| Age at diagnosis | 0.365 | |||
| ≤50 | 751 (59.7%) | 519 (58.8%) | 232 (61.7%) | |
| >50 | 508 (40.3%) | 364 (41.2%) | 144 (38.3%) | |
| T stage a | 0.614 | |||
| T1 | 444 (35.3%) | 320 (36.2%) | 124 (33.0%) | |
| T2 | 692 (55.0%) | 478 (54.1%) | 214 (56.9%) | |
| T3 | 65 (5.16%) | 43 (4.87%) | 22 (5.85%) | |
| T4 | 58 (4.61%) | 42 (4.76%) | 16 (4.26%) | |
| N stage a | 0.981 | |||
| N0 | 648 (51.5%) | 456 (51.6%) | 192 (51.1%) | |
| N1 | 338 (26.8%) | 238 (27.0%) | 100 (26.6%) | |
| N2 | 160 (12.7%) | 110 (12.5%) | 50 (13.3%) | |
| N3 | 113 (8.98%) | 79 (8.95%) | 34 (9.04%) | |
| Menstrual status | 0.316 | |||
| Premenopausal | 745 (59.2%) | 514 (58.2%) | 231 (61.4%) | |
| Postmenopausal | 514 (40.8%) | 369 (41.8%) | 145 (38.6%) | |
| Histological type | 1.000 | |||
| Others | 199 (15.8%) | 140 (15.9%) | 59 (15.7%) | |
| IDC | 1060 (84.2%) | 743 (84.1%) | 317 (84.3%) | |
| ER status | 0.867 | |||
| Negative | 354 (28.1%) | 250 (28.3%) | 104 (27.7%) | |
| Positive | 905 (71.9%) | 633 (71.7%) | 272 (72.3%) | |
| PR status | 0.405 | |||
| Negative | 452 (35.9%) | 324 (36.7%) | 128 (34.0%) | |
| Positive | 807 (64.1%) | 559 (63.3%) | 248 (66.0%) | |
| HER2 status | 0.410 | |||
| Negative | 886 (70.4%) | 628 (71.1%) | 258 (68.6%) | |
| Positive | 373 (29.6%) | 255 (28.9%) | 118 (31.4%) | |
| Ki-67 index b | 0.578 | |||
| <30 | 673 (53.5%) | 467 (52.9%) | 206 (54.8%) | |
| ≥30 | 586 (46.5%) | 416 (47.1%) | 170 (45.2%) | |
| SIS | 0.606 | |||
| 0 | 844 (67.0%) | 592 (67.0%) | 252 (67.0%) | |
| 1 | 368 (29.2%) | 261 (29.6%) | 107 (28.5%) | |
| 2 | 47 (3.73%) | 30 (3.40%) | 17 (4.52%) | |
| CONUT | 0.081 | |||
| 1 | 548 (43.5%) | 402 (45.5%) | 146 (38.8%) | |
| 2 | 436 (34.6%) | 303 (34.3%) | 133 (35.4%) | |
| 3 | 199 (15.8%) | 125 (14.2%) | 74 (19.7%) | |
| 4 | 65 (5.16%) | 46 (5.21%) | 19 (5.05%) | |
| 5 | 11 (0.87%) | 7 (0.79%) | 4 (1.06%) | |
| NLR, median (IQR) | 1.89 (1.46–2.46) | 1.88 (1.45–2.45) | 1.92 (1.48–2.47) | 0.376 |
| PLR, median (IQR) | 680 (504–933) | 668 (498–934) | 700 (522–933) | 0.755 |
| MLR, median (IQR) | 0.17 (0.13–0.23) | 0.17 (0.13–0.23) | 0.17 (0.12–0.23) | 0.756 |
| SII, median (IQR) | 421 (307–588) | 416 (300–586) | 434 (325–601) | 0.270 |
| SIRI, median (IQR) | 0.60 (0.41–0.90) | 0.61 (0.41–0.90) | 0.60 (0.40–0.87) | 0.612 |
| PNI, median (IQR) | 53.5 (50.6–56.3) | 53.6 (50.7–56.3) | 53.3 (50.4–56.2) | 0.986 |
| AAPR, median (IQR) | 0.71 (0.57–0.86) | 0.71 (0.58–0.87) | 0.71 (0.56–0.84) | 0.605 |
| BMI, median (IQR) | 23.0 (20.8–25.2) | 23.1 (20.9–25.3) | 22.8 (20.8–25.1) | 0.367 |
Notes: aDiagnosed based on the AJCC 2010 criteria (seventh edition). bThe Ki-67 index at diagnosis indicates DNA synthetic activity as measured using immunocytochemistry.
Abbreviations: IDC, invasive ductal carcinoma; IQR, interquartile ranges; ER, estrogen receptor; PR, progesterone receptor; HER2, human epidermal growth factor receptor 2; BMI, body mass index; NLR, neutrophil-lymphocyte ratio; PLR, platelet-lymphocyte ratio; MLR, monocyte-lymphocyte ratio; SII, systemic immune inflammation index; PNI, prognostic nutritional index; SIRI, system inflammation response index; COUNT, controlling nutritional status; SIS, system inflammation score; AAPR, album-alkaline phosphatase ratio.
Figure 1Process diagram for INPS construction and risk stratification (the asterisk *means the multiplication).
Figure 2Construction of the INPS by using LASSO Cox regression model. (A) A correlation matrix with correlation coefficients from −1 (negative correlation; blue) to 1 (positive correlation; red). (B) LASSO coefficient profiles of the 10 inflammatory- nutritional biomarkers. The horizontal axis (bottom) represented the log(λ) value of the independent variable, the horizontal axis (top) represented the number of variables with non-zero coefficient, the vertical axis represented the coefficient of the independent variable, and each curve represented the variation trajectory of the coefficient of each independent variable. (C) Ten-fold cross‐validation for tuning parameter selection in the LASSO model. The dotted vertical lines were drawn at the best value of log(λ) by using the minimum criteria and 1-SE criteria. Solid vertical lines represented partial likelihood deviance ± SE. The intersection point of the left dotted line and the abscissa axis (bottom) showed the optimal value of log(λ), the corresponding value in the abscissa axis (top) showed the number of variables with non-zero coefficient identified at the optimal log(λ).
Figure 3Survival curves obtained with Kaplan-Meier analysis between different INPS groups. The HRs reported were unadjusted. (A) Survival curves in the training cohort. (B) Survival curves in the validation cohort.
Figure 4Results of the final stepwise multivariate Cox regression analysis in the training cohort in a forest plot. The HRs reported were unadjusted, *P < 0.05.
Figure 5Development and validation of the prognostic model. (A) A nomogram of the current prognostic model for individualized survival predictions. (B) Calibration plot of the nomogram model at 1-, 3-, and 5-year in the training cohort. (C) Calibration plot of the nomogram model at 1-, 3-, and 5-year in the validation cohort. (D) Time-independent ROC curves compared the predictive accuracy (C-index with its 95% CI) of the current model (the red line) and the traditional TNM stage (the black line) in the training cohort. (E) Time-independent ROC curves compared the predictive accuracy (C-index with its 95% CI) of the current model (the red line) and the traditional TNM stage (the black line) in the validation cohort.