A novel experimental vignette methodology: SMART vignettes

Q1 Social Sciences
Jane Paik Kim, Hyun-Joon Yang
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Abstract

We motivate and present the methodology of vignette studies. The primary contribution of this paper is our proposal of a novel vignette study design: “SMART vignettes.” Our design has two notable features: the first is its use of sequential randomization, which conceptually originates from the sequential multiple assignment randomization trial (SMART) design developed by Murphy (2004). The second feature is adaptive allocation. These new features in vignette studies offer unique advantages not offered by traditional vignettes: (1) valid causal inferences on the conditional distributions of the primary outcome of interest, given other factors, (2) balanced allocations across groups, and (3) a greater degree of interactivity for the survey respondent. We illustrate the utility of our method using a case example of a vignette study used to probe physicians’ attitudes toward an AI-embedded clinical system. In this example, a SMART vignette was used to randomize hypothetical scenarios to gain a better understanding of the causal impact of physician attitudes, given emerging evidence that a range of factors including previous decisions, play a role in influencing clinical decisions. We simulated hypothetical vignette studies under both SMART and conventional (i.e. single randomization at baseline) designs. We varied the number of factors for each study and fixed each factor to have two levels. Relative loss was used to compare the degree of imbalance between groups. Both designs had smaller relative losses with larger sample sizes. The SMART study design had lower loss than its conventional counterpart for all values of [Formula: see text] for all studies, indicating better balance. As demonstrated by the relative loss in our simulations, our proposed SMART vignette design has an advantage over the conventional design. This method holds promise in generating new knowledge in decision making scenarios occurring over multiple and discrete time points.
新颖的小故事实验方法:SMART 小故事
我们提出并介绍了小插图研究的方法。本文的主要贡献在于我们提出了一种新颖的小故事研究设计:"SMART 小插图"。我们的设计有两个显著特点:一是使用顺序随机化,其概念源于 Murphy(2004 年)开发的顺序多重分配随机试验(SMART)设计。第二个特点是自适应分配。小插图研究的这些新特点具有传统小插图所不具备的独特优势:(1) 在考虑到其他因素的情况下,对主要相关结果的条件分布进行有效的因果推断;(2) 各组间的均衡分配;(3) 为调查对象提供更大程度的互动性。我们用一个小故事研究的案例来说明我们的方法的实用性,该小故事研究用于调查医生对人工智能嵌入式临床系统的态度。在这个例子中,我们使用 SMART 小插图随机化假设情景,以便更好地了解医生态度的因果影响,因为新出现的证据表明,包括以前的决定在内的一系列因素都会对临床决策产生影响。我们模拟了 SMART 和传统(即基线单一随机化)设计下的假设小故事研究。我们改变了每项研究的因素数量,并将每个因素固定为两个水平。相对损失用于比较组间的不平衡程度。两种设计的样本量越大,相对损失越小。在所有研究中,SMART 研究设计在所有[计算公式:见正文]值上的损失都低于传统设计,这表明其平衡性更好。正如我们模拟中的相对损失所显示的,我们提出的 SMART 小样本设计比传统设计更有优势。这种方法有望在多个离散时间点的决策情景中产生新的知识。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
Methodological Innovations
Methodological Innovations Social Sciences-Sociology and Political Science
CiteScore
3.30
自引率
0.00%
发文量
31
审稿时长
15 weeks
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