Centre for Health Economics, Monash Business School, Monash University, Victoria, Melbourne, Australia.
Monash University Health Economics Group, School of Public Health and Preventive Medicine, Monash University, Victoria, Melbourne, Australia.
Health Econ. 2023 Jun;32(6):1284-1304. doi: 10.1002/hec.4666. Epub 2023 Mar 7.
Labeled discrete choice experiments (DCEs) commonly present all alternatives using a full choice set design (FCSD), which could impose a high cognitive burden on respondents. In the setting of employment preferences, this study explored if a partial choice set design (PCSD) reduced cognitive burden whilst maintaining convergent validity compared with a FCSD. Respondents' preferences between the two designs were investigated. In the experimental design, labeled utility functions were rewritten into a single generic utility function using label dummy variables to generate an efficient PCSD with 3 alternatives shown in each choice task (out of 6). The DCE was embedded in a nationwide survey of 790 Australian pharmacy degree holders where respondents were presented with both a block of FCSD and PCSD tasks in random order. The PCSD's impact on error variances was investigated using a heteroscedastic conditional logit model. The convergent validity of PCSD was based on the equality of willingness-to-forgo-expected-salary estimates from Willingness-to-pay-space mixed logit models. A nested logit model was used combined with respondents' qualitative responses to understand respondents' design preferences. We show a promising future use of PCSD by providing evidence that PCSD can reduce cognitive burden while satisfying convergent validity compared to FCSD.
标记离散选择实验(DCE)通常使用完全选择集设计(FCSD)呈现所有选择,这可能会给受访者带来较高的认知负担。在就业偏好的背景下,本研究探讨了与 FCSD 相比,部分选择集设计(PCSD)是否可以在保持收敛有效性的同时减轻认知负担。研究了受访者对两种设计的偏好。在实验设计中,使用标签虚拟变量将标记效用函数重写为单个通用效用函数,以生成一种有效的 PCSD,在每个选择任务中显示 3 种替代方案(共 6 种)。该 DCE 嵌入了一项针对 790 名澳大利亚药学学位持有者的全国性调查中,受访者以随机顺序呈现 FCSD 和 PCSD 任务的组合。使用异方差条件逻辑回归模型研究了 PCSD 对误差方差的影响。PCSD 的收敛有效性基于从支付意愿空间混合逻辑回归模型中得出的愿意放弃预期工资估计的平等性。使用嵌套逻辑回归模型结合受访者的定性反应来理解受访者的设计偏好。我们通过提供证据表明,与 FCSD 相比,PCSD 可以在减轻认知负担的同时满足收敛有效性,从而展示了 PCSD 的未来有前途的应用。