MaxDiff / Best-Worst Scaling
MaxDiff, also known as best-worst scaling (BWS), measures the relative importance or preference of a set of items by repeatedly asking respondents to identify the best (most important or most preferred) and worst (least) item within small subsets. Introduced by Jordan Louviere and formalized by Marley and Louviere's 2005 probabilistic models, the method exploits the fact that people are far better at picking extremes than at rating many items on a scale. Each best-worst judgment reveals the maximum-difference pair in a set, and across many balanced subsets the choices pin down a single interval scale of item utilities. Because every respondent is forced to make trade-offs, MaxDiff sidesteps the scale-use bias and lack of discrimination that plague rating grids, where respondents often call everything important. Item scores can be computed by simple best-minus-worst counts or, more rigorously, by fitting a multinomial logit choice model, with hierarchical Bayes yielding individual-level, probability-scaled importances. The result is a clear, discriminating ranking of items that supports prioritization, segmentation, and feature selection.
Εγγραφή πηγής
Οι παραπομπές αντιγράφονται αυτούσιες από την εγγραφή πηγής της μεθόδου. Δεν υπονοείται επαλήθευση σε επίπεδο ισχυρισμού από αυτές.
- Louviere, J. J., Flynn, T. N., & Marley, A. A. J. (2015). Best-Worst Scaling: Theory, Methods and Applications. Cambridge: Cambridge University Press. · DOI 10.1017/CBO9781107337855
- Marley, A. A. J., & Louviere, J. J. (2005). Some probabilistic models of best, worst, and best-worst choices. Journal of Mathematical Psychology, 49(6), 464-480. · DOI 10.1016/j.jmp.2005.05.003
- Orme, B. K. (2020). Getting Started with Conjoint Analysis: Strategies for Product Design and Pricing Research (4th ed.). Madison, WI: Research Publishers LLC. · ISBN 9780972729772
Επιμελημένοι ισχυρισμοί
Οι ισχυρισμοί έχουν αποθηκευτεί στο καθολικό τεκμηρίων, καθένας με τη δική του αξιολόγηση.
Αυτή η προβολή δεν επινοεί αξιολόγηση ισχυρισμού όταν το καθολικό δεν έχει κανέναν.
Σχετικές μέθοδοι
Δημιουργούνται από τον γράφο μεθόδων και εμφανίζονται ως προτεινόμενες από μηχανή σχέσεις — δεν υπονοείται ισχυρισμός τεκμηρίου.