Cunningham M A, Gaeth G J, Juang C, Chakraborty G
Department of Preventive and Community Dentistry, University of Iowa, USA.
J Dent Educ. 1999 May;63(5):391-9.
The purpose of this study was to use conjoint analysis to determine the importance of specific dental benefit plan features for University of Iowa (UI) staff and to build a model to predict enrollment. From a random sample of 2000 UI staff, 40 percent responded (N = 773). The survey instrument was developed using seven attributes (five dental benefit plan features and two facility characteristics) each offered at three levels (e.g., premium = $20, $15, $10/month). Pilot testing was used to find a realistic range of plan options. Twenty-seven hypothetical dental benefit plans were developed using fractional factorial combinations of the three levels for each of the seven attributes. For all of the hypothetical plans, dental care was to be provided in the UI predoctoral dental clinic. Plan profiles were arranged four per page by combining the existing plan with three hypothetical plans, for a total of nine pages. Respondents' task was to select one plan from each set of four. A regression-like statistical model (Multinomial Logit) was used to estimate importance of each attribute and each attribute level. Relative importance (and coefficients) for each of the seven attributes are as follows: maximum annual benefit (.98), orthodontic coverage (.72), routine restorative (.70), major restorative (.67), time to complete treatment (.61), clinic hours of operation (.47), premium (.18). For each attribute, relative importance of each of three levels will also be presented. These coefficients for each level are used to predict enrollment for plans with specific combinations of the dental benefit plan features.
本研究的目的是运用联合分析来确定爱荷华大学(UI)员工对特定牙科福利计划特征的重视程度,并构建一个预测参保情况的模型。从2000名UI员工的随机样本中,40%的人做出了回应(N = 773)。调查工具是利用七个属性(五个牙科福利计划特征和两个机构特征)开发的,每个属性都有三个水平(例如,保费 = 每月20美元、15美元、10美元)。通过先导测试来确定一系列实际可行的计划选项。利用七个属性中每个属性的三个水平的分数因子组合,开发了27种假设的牙科福利计划。对于所有假设计划,牙科护理将在UI博士前牙科诊所提供。通过将现有计划与三个假设计划相结合,每页安排四个计划简介,共九页。受访者的任务是从每组四个计划中选择一个。使用类似回归的统计模型(多项逻辑回归)来估计每个属性及其每个水平的重要性。七个属性各自的相对重要性(及系数)如下:年度最高福利(0.98)、正畸保险范围(0.72)、常规修复(0.70)、重大修复(0.67)、完成治疗时间(0.61)、诊所营业时间(0.47)、保费(0.18)。对于每个属性,还将呈现三个水平各自的相对重要性。这些每个水平的系数用于预测具有特定牙科福利计划特征组合的计划的参保情况。