Turner John, Vollmer Robin T
Laboratory Medicine, Veterans Affairs Medical Center and the Department of Pathology, Duke University Medical Center, Durham, NC 27705, USA.
Am J Clin Pathol. 2006 Jun;125(6):866-72. doi: 10.1309/35AE-PKTA-AGUT-HQKQ.
This article introduces use of the Poisson probability density function and Bayes probability rule to understand and analyze lymph nodal metastases in colorectal carcinoma. We apply these models to 370 patients who underwent resection of their tumors. In 213 cases with negative lymph nodes, we found that the Bayes-estimated probability of missed metastases was related significantly to subsequent survival (P = .0006). In 157 cases with lymph nodal metastases, we found that the estimated value of the Poisson parameter a was associated more closely with subsequent survival than pN stage (P = 9 10(-6)). Consequently, we believe that the Poisson model provides insight and useful results in colorectal carcinoma.
本文介绍了使用泊松概率密度函数和贝叶斯概率规则来理解和分析结直肠癌的淋巴结转移情况。我们将这些模型应用于370例接受肿瘤切除术的患者。在213例淋巴结阴性的病例中,我们发现贝叶斯估计的漏诊转移概率与后续生存率显著相关(P = .0006)。在157例有淋巴结转移的病例中,我们发现泊松参数a的估计值与后续生存率的关联比pN分期更紧密(P = 9×10⁻⁶)。因此,我们认为泊松模型为结直肠癌提供了深刻见解和有用的结果。