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ABSTRACT: Purpose
The aim of this paper was to clarify the optimal minimum number of lymph node for CEA-elevated (≥ 5 ng/ml) colon cancer patients.Methods
Thirteen thousand two hundred thirty-nine patients from the SEER database and 238 patients from the Second Affiliated Hospital of Harbin Medical University (External set) were identified. For cancer-specific survival (CSS), Kaplan-Meier curves were drawn and data were analyzed using log-rank test. Using X-tile software, the optimal cut-off lymph node count was calculated by the maximal Chi-square value method. Cox regression model was applied to perform survival analysis.Results
In CEA-elevated colon cancer, 18 nodes were defined as the optimal minimum node. The number of lymph node examined (< 12, 12-17 and ≥ 18) was an independent prognosticator in both SEER set (HR12-17 nodes = 1.329, P < 0.001; HR< 12 nodes = 1.985, P < 0.001) and External set (HR12-17 nodes = 1.774, P < 0.032; HR< 12 nodes = 2.741, P < 0.006). Moreover, the revised 18-node standard could identify more positive lymph nodes compared with the 12-node standard in this population.Conclusions
With the purpose of favorable long-term survival and accurate nodal stage for CEA-elevated colon cancer patients, the 18-node standard could be regarded as an alternative to the 12-node standard advocated by the ASCO and NCCN guidelines.
SUBMITTER: Zhang H
PROVIDER: S-EPMC9885584 | biostudies-literature | 2023 Jan
REPOSITORIES: biostudies-literature
Zhang Hao H Wang Chunlin C Liu Yunxiao Y Hu Hanqing H Tang Qingchao Q Huang Rui R Wang Meng M Wang Guiyu G
BMC cancer 20230130 1
<h4>Purpose</h4>The aim of this paper was to clarify the optimal minimum number of lymph node for CEA-elevated (≥ 5 ng/ml) colon cancer patients.<h4>Methods</h4>Thirteen thousand two hundred thirty-nine patients from the SEER database and 238 patients from the Second Affiliated Hospital of Harbin Medical University (External set) were identified. For cancer-specific survival (CSS), Kaplan-Meier curves were drawn and data were analyzed using log-rank test. Using X-tile software, the optimal cut-o ...[more]