款待
估计员
克朗巴赫阿尔法
可靠性(半导体)
统计
比例(比率)
背景(考古学)
酒店业
样本量测定
样品(材料)
计算机科学
数学
计量经济学
地理
旅游
心理测量学
量子力学
物理
功率(物理)
考古
地图学
化学
色谱法
作者
Millicent Njeri,Malak Khader,Faizan Ali,Nathan Line
标识
DOI:10.1108/ijchm-05-2023-0624
摘要
Purpose The purpose of this study is to revisit the measures of internal consistency for multi-item scales in hospitality research and compare the performance of Cronbach’s α , omega total ( ω Total ), omega hierarchical ( ω H ), Revelle’s omega total ( ω RT ), Minimum Rank Factor Analysis (GLB fa ) and GLB algebraic (GLB a ). Design/methodology/approach A Monte Carlo simulation was conducted to compare the performance of the six reliability estimators under different conditions common in hospitality research. Second, this study analyzed a data set to complement the simulation study. Findings Overall, ω Total was the best-performing estimator across all conditions, whereas ω H performed the poorest. α performed well when factor loadings were high with low variability (high/low) and large sample sizes. Similarly, ω RT , GLB fa and GLB a performed consistently well when loadings were high and less variable as well as the sample size and the number of scale items increased. Of the two GLB estimators, GLB a consistently outperformed GLB fa . Practical implications This study provides hospitality managers with a better understanding of what reliability is and the various reliability estimators. Using reliable instruments ensures that organizations draw accurate conclusions that help them move closer to realizing their visions. Originality/value Though popular in other fields, reliability discussions have not yet received substantial attention in hospitality. This study raises these discussions in the context of hospitality research to promote better practices for assessing the reliability of scales used within the hospitality domain.
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