Cheung Min Rex
New York Cyberknife Center, 40-20 Main Street, 4th floor, Flushing, NY 11354, USA E-mail :
Asian Pac J Cancer Prev. 2014;15(10):4143-5. doi: 10.7314/apjcp.2014.15.10.4143.
This study used receiver operating characteristic curve to analyze Surveillance, Epidemiology and End RESULTS (SEER) Ewing sarcoma (ES) outcome data. The aim of this study was to identify and optimize ES-specific survival prediction models and sources of survival disparities.
This study analyzed socio-economic, staging and treatment factors available in the SEER database for ES. 1844 patients diagnosed between 1973-2009 were used for this study. For the risk modeling, each factor was fitted by a Generalized Linear Model to predict the outcome (bone and joint specific death, yes/no). The area under the receiver operating characteristic curve (ROC) was computed. Similar strata were combined to construct the most parsimonious models.
The mean follow up time (S.D.) was 74.48 (89.66) months. 36% of the patients were female. The mean (S.D.) age was 18.7 (12) years. The SEER staging has the highest ROC (S.D.) area of 0.616 (0.032) among the factors tested. We simplified the 4-layered risk levels (local, regional, distant, un-staged) to a simpler non-metastatic (I and II) versus metastatic (III) versus un-staged model. The ROC area (S.D.) of the 3-tiered model was 0.612 (0.008). Several other biologic factors were also predictive of ES-specific survival, but not the socio-economic factors tested here.
ROC analysis measured and optimized the performance of ES survival prediction models. Optimized models will provide a more efficient way to stratify patients for clinical trials.
本研究采用受试者工作特征曲线分析监测、流行病学和最终结果(SEER)数据库中的尤因肉瘤(ES)结局数据。本研究的目的是识别并优化ES特异性生存预测模型以及生存差异来源。
本研究分析了SEER数据库中ES的社会经济、分期和治疗因素。本研究使用了1973年至2009年间诊断的1844例患者。对于风险建模,每个因素通过广义线性模型进行拟合以预测结局(骨和关节特异性死亡,是/否)。计算受试者工作特征曲线(ROC)下的面积。合并相似的分层以构建最简约的模型。
平均随访时间(标准差)为74.48(89.66)个月。36%的患者为女性。平均(标准差)年龄为18.7(12)岁。在测试的因素中,SEER分期的ROC(标准差)面积最高,为0.616(0.032)。我们将4层风险水平(局部、区域、远处、未分期)简化为更简单的非转移性(I和II)与转移性(III)与未分期模型。三层模型的ROC面积(标准差)为0.612(0.008)。其他一些生物学因素也可预测ES特异性生存,但此处测试的社会经济因素则不然。
ROC分析测量并优化了ES生存预测模型的性能。优化后的模型将为临床试验中患者分层提供更有效的方法。