Forrester Joseph D, Weiser Thomas G, Maggio Paul, Browder Timothy, Tennakoon Lakshika, Spain David A, Staudenmayer Kristan
Department of Surgery, Stanford University, Stanford, California.
Department of Surgery, Stanford University, Stanford, California.
J Surg Res. 2017 Jul;215:146-152. doi: 10.1016/j.jss.2017.03.063. Epub 2017 Apr 7.
American College of Surgeons Level I Trauma Centers (ACSL1TCs) meet the same personnel and structural requirements but serve different populations. We hypothesized that these nuanced differences may amenable to description through mathematical clustering methodology.
The National Trauma Data Bank 2014 was used to derive information on ACSL1TCs. Explorative cluster hypothesis generation was performed using Ward's linkage to determine expected number of clusters based on patient and injury characteristics. Subsequent k-means clustering was applied for analysis. Comparison between clusters was performed using the Kruskal-Wallis or chi-square test.
In 2014, 113 ACSL1TCs admitted 267,808 patients (median = 2220 patients, range: 928-6643 patients). Three clusters emerged. Cluster I centers (n = 53, 47%) were more likely to admit older, Caucasian patients who suffered from falls (P < 0.05) and had higher proportions of private (31%) and Medicare payers (29%) (P = 0.001). Cluster II centers (n = 18, 16%) were more likely to admit younger, minority males who suffered from penetrating trauma (P < 0.05) and had higher proportions of Medicaid (24%) or self-pay patients (19%) (P = 0.001). Cluster III centers (n = 42, 37%) were similar to cluster I with respect to racial demographic and payer status but resembled cluster II centers with respect to injury patterns (P < 0.05).
Our analysis identified three unique, mathematically definable clusters of ACSL1TCs serving three broadly different patient populations. Understanding these mathematically definable clusters should have utility when assessing an institution's financial risk profile, directing prevention and outreach programs, and performing needs and resource assessments. Ultimately, clustering allows for more meaningful direct comparisons between phenotypically similar trauma centers.
美国外科医师学会一级创伤中心(ACSL1TCs)满足相同的人员和结构要求,但服务的人群不同。我们假设这些细微差异可能适合通过数学聚类方法来描述。
使用2014年国家创伤数据库来获取ACSL1TCs的信息。采用沃德链接法进行探索性聚类假设生成,以根据患者和损伤特征确定预期的聚类数量。随后应用k均值聚类进行分析。使用克鲁斯卡尔 - 沃利斯检验或卡方检验对聚类之间进行比较。
2014年,113个ACSL1TCs收治了267,808名患者(中位数 = 2220名患者,范围:928 - 6643名患者)。出现了三个聚类。第一类中心(n = 53,47%)更有可能收治年龄较大、白种人且因跌倒受伤的患者(P < 0.05),并且自费患者(31%)和医疗保险患者(29%)的比例更高(P = 0.001)。第二类中心(n = 18,16%)更有可能收治年龄较小、少数族裔男性且因穿透性创伤受伤的患者(P < 0.05),并且医疗补助患者(24%)或自费患者(19%)的比例更高(P = 0.001)。第三类中心(n = 42,37%)在种族人口统计学和付款人状态方面与第一类中心相似,但在损伤模式方面与第二类中心相似(P < 0.05)。
我们的分析确定了ACSL1TCs的三个独特的、数学上可定义的聚类,服务于三种大致不同的患者群体。在评估机构的财务风险状况、指导预防和外展项目以及进行需求和资源评估时,了解这些数学上可定义的聚类应该会有帮助。最终,聚类允许在表型相似的创伤中心之间进行更有意义的直接比较。