Measuring the Volume-Outcome Relation for Complex Hospital Surgery

被引:23
作者
Kim, Woohyeon [1 ]
Wolff, Stephen [2 ]
Ho, Vivian [1 ,3 ,4 ]
机构
[1] Rice Univ, Dept Econ MS 22, 6100 Main St, Houston, TX 77005 USA
[2] Rice Univ, Dept Math MS 136, 6100 Main St, Houston, TX 77005 USA
[3] Rice Univ, Baker Inst Publ Policy, 6100 Main St MS 40, Houston, TX 77005 USA
[4] Baylor Coll Med, Dept Med, Houston, TX 77030 USA
关键词
SURGICAL VOLUME; CANCER-SURGERY; MORTALITY; QUALITY; MODEL; PANCREATICODUODENECTOMY; COMPETITION; IMPACT; CARE;
D O I
10.1007/s40258-016-0241-6
中图分类号
F [经济];
学科分类号
02 ;
摘要
Background Prominent studies continue to measure the hospital volume-outcome relation using simple logistic or random-effects models. These regression models may not appropriately account for unobserved differences across hospitals (such as differences in organizational effectiveness) which could be mistaken for a volume outcome relation. Objective To explore alternative estimation methods for measuring the volume-outcome relation for six major cancer operations, and to determine which estimation method is most appropriate. Methods We analyzed patient-level hospital discharge data from three USA states and data from the American Hospital Association Annual Survey of Hospitals from 2000 to 2011. We studied six major cancer operations using three regression frameworks (logistic, fixed-effects, and random-effects) to determine the correlation between patient outcome (mortality) and hospital volume. Results For our data, logistic and random-effects models suggest a non-zero volume effect, whereas fixed-effects models do not. Model-specification tests support the fixed-effects or random-effects model, depending on the surgical procedure; the basic logistic model is always rejected. Esophagectomy and rectal resection do not exhibit significant volume effects, whereas colectomy, pancreatic resection, pneumonectomy, and pulmonary lobectomy do. Conclusions The statistical significance of the hospital volume-outcome relation depends critically on the regression model. A simple logistic model cannot control for unobserved differences across hospitals that may be mistaken for a volume effect. Even when one applies panel-data methods, one must carefully choose between fixed- and random-effects models.
引用
收藏
页码:453 / 464
页数:12
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