Nonlinear CUB models have been recently introduced in the literature to model rating or ordinal data. They extend the standard CUB (Combination of Uniform and Binomial), which is a mixture model combining a discrete Uniform and a Shifted Binomial random variables. Unlike CUB, Nonlinear CUB models account for the unequal spacing among response categories. Nonlinear CUB can be effectively used in a variety of fields, for example whenever questionnaires with questions having ordered response categories are used to measure human perceptions and attitudes. This paper proposes a new graphical representation, which works with R grid Viewports in order to summarize multiple results from Nonlinear CUB models in a unique plot. A case study on the perceived risk in fraud management is presented.

Visualizing Multiple Results from Nonlinear CUB Models with R Grid Viewports

MANISERA, Marica;ZUCCOLOTTO, Paola
2015-01-01

Abstract

Nonlinear CUB models have been recently introduced in the literature to model rating or ordinal data. They extend the standard CUB (Combination of Uniform and Binomial), which is a mixture model combining a discrete Uniform and a Shifted Binomial random variables. Unlike CUB, Nonlinear CUB models account for the unequal spacing among response categories. Nonlinear CUB can be effectively used in a variety of fields, for example whenever questionnaires with questions having ordered response categories are used to measure human perceptions and attitudes. This paper proposes a new graphical representation, which works with R grid Viewports in order to summarize multiple results from Nonlinear CUB models in a unique plot. A case study on the perceived risk in fraud management is presented.
2015
MIUR (compresi PRIN FIRB,FISR)
PE1_14 Statistics
PE1_13 Probability
SH1_4 Econometrics, statistical methods
Esperti anonimi
Inglese
Internazionale
ELETTRONICO
8
3
360
373
14
rating data, ordinal, feeling, uncertainty, transition probabilities, perceived risk
Altra università italiana
2
info:eu-repo/semantics/article
262
Manisera, Marica; Zuccolotto, Paola
1 Contributo su Rivista::1.1 Articolo in rivista
none
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11379/476263
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