Dexter F, Traub R D, Qian F
Department of Anesthesia, University of Iowa, Iowa City, IA 52242, USA.
J Clin Monit Comput. 1999 Jan;15(1):45-51. doi: 10.1023/a:1009999830753.
We present a statistical model for predicting the time to complete a series of successive, elective surgical cases. The use of sample means of case times and turnover times when scheduling cases does not minimize the operating room labor costs associated with errors in predicting times to complete series of cases. The problem of minimizing associated labor costs (both under and over utilization) can be converted to the problem of least absolute deviation regression. The dependent variables are the times to complete series of cases. The independent variables are the numbers of cases in each series that are in various categories (i.e., combinations of scheduled procedures and surgeons). Although the computational method is preferred on theoretical grounds to that involving sample means, application of both methods shows that the more practical method is to use the sample means of previous case times and turnovers.
我们提出了一个统计模型,用于预测完成一系列连续择期手术病例所需的时间。在安排病例时使用病例时间和周转时间的样本均值,并不能使与预测完成一系列病例所需时间的误差相关的手术室劳动力成本最小化。将使相关劳动力成本(包括利用不足和利用过度)最小化的问题转化为最小绝对偏差回归问题。因变量是完成一系列病例的时间。自变量是每个系列中属于不同类别的病例数量(即预定手术和外科医生的组合)。虽然从理论角度来看,计算方法比涉及样本均值的方法更可取,但两种方法的应用都表明,更实际的方法是使用先前病例时间和周转时间的样本均值。