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直肠癌根治术后局部复发的临床多因素分析
引用本文:赵为民,杨新辉,王海江.直肠癌根治术后局部复发的临床多因素分析[J].中华医学杂志,2010,90(14).
作者姓名:赵为民  杨新辉  王海江
作者单位:新疆医科大学附属肿瘤医院腹部肿瘤外科,乌鲁木齐,830011
摘    要:目的 探讨直肠癌根治术后局部复发的相关临床病理因素,以提高直肠癌根治疗效.方法 回顾性分析1995年1月至2002年12月257例直肠癌根治术后患者的临床病理资料,应用两分类反应变量Logistic回归(前进法)建立单因素和多因素回归分析模型,探讨各临床病理特征与术后局部复发的关系.结果 直肠癌根治术后局部复发率为18.7%,中位时间14.6(2~63)个月;术后2年内复发率75.0%(36/48),3年内复发率95.8%(45/48).单因素回归分析显示年龄、Dukes分期、淋巴结转移、癌胚抗原水平与直肠癌根治术后局部复发有关(均P<0.05);多因素回归分析显示年龄、淋巴结转移是影响直肠癌根治术后局部复发的重要因素(均P<0.05).结论 年龄和淋巴结转移是影响直肠癌患者术后局部复发重要的因素,加强早期诊断和科学、规范的治疗有望改善直肠癌预后.

关 键 词:直肠肿瘤  肿瘤复发  局部  回归分析

Clinical multivariate regression analysis of local recurrence following curative surgery for rectal cancer
Abstract:Objective To investigate the clinicopathologic factors related to local recurrence following curative surgery for rectal cancer and explore the ways to improve the efficacies. Methods A total of 257 post-operative cases of rectal cancers from January 1995 to December 2002 were recruited. And the relation of each clinicopathologic characteristic and local post-operative recurrence was retrospectively investigated. The clinicopathologic factors and follow-up data were analyzed by uni and multi-factorial regression model by logistic regression. Results The total local recurrence rate of rectal cancer after radical operation was 18.7% , 75.0% (36/48)within 2 years and 95. 8% (45/48)within 3 years, the median time was 14. 6 months (range: 2-63). Univariate analysis showed that age, Dukes' stage, lymph node metastasis and level of CEA were significantly associated with the local post-operative recurrence ( P < 0. 05 ). Mutivariate analysis showed that age and lymph node metastasis were closely related with the local post operative recurrence ( P < 0. 05 ). Conclusion Lymph node metastasis and age are very important prognostic factors for the local post-operative recurrence. It is possible to improve the prognosis of rectum cancer by making an early diagnosis and offering a scientific standard therapy.
Keywords:Rectal neoplasms  Neoplasm recurrence  local  Regression analysis
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