In recent years the use of questionnaires to investigate and measure human perceptions has hugely intensified and, correspondingly, there has been an increased need for statistical models able to treat ordered categorical data, that usually derive from questions asking for ratings. In this paper we focus on a specific class of models, called CUB (Combination of Uniform and shifted Binomial), based on the assumption that rating data derive from an unconscious decision process composed of two independent components, called feeling and uncertainty. More precisely, we deal with a recently proposed extension in this context, the Nonlinear CUB model, which beyond being able to measure feeling and uncertainty, gives an idea of the state of mind of...
Subjective perceptions and attitudes are usually measured by administeringquestionnaires with ordere...
The rationale for the CUB models is based on the fact that the response of a person to an item is a ...
Nonlinear CUB models have been recently introduced in the literature to model rating or ordinal data...
In this article, we present the command cub, which fits ordinal rating data using combination of uni...
This paper discusses a general framework for the analysis of rating and preference data that is root...
This paper presents a generalization of a mixture model used for the analysis of ratings and prefere...
D'Elia and Piccolo (2005) have recently proposed a mixture distribution, named CUB, for ordinal data...
In this contribution, rating data are modelled using the new class of Nonlinear CUB models, recentl...
A general statistical model for ordinal or rating data, which includes some existing approaches as s...
In this contribution, rating data are modelled using the new class of Nonlinear CUB models, recentl...
In this paper we consider the problem of measuring the heterogeneity of a distribution of ratings in...
Ordinal measurements as ratings, preference and evaluation data are very common in applied disciplin...
This article presents an innovative dynamic model that describes the probability distributions of or...
In rating surveys, people are requested to express preferences on several aspects related to a topic...
We propose a probabilistic framework for the treatment of ``don't know'' responses in surveys aimed...
Subjective perceptions and attitudes are usually measured by administeringquestionnaires with ordere...
The rationale for the CUB models is based on the fact that the response of a person to an item is a ...
Nonlinear CUB models have been recently introduced in the literature to model rating or ordinal data...
In this article, we present the command cub, which fits ordinal rating data using combination of uni...
This paper discusses a general framework for the analysis of rating and preference data that is root...
This paper presents a generalization of a mixture model used for the analysis of ratings and prefere...
D'Elia and Piccolo (2005) have recently proposed a mixture distribution, named CUB, for ordinal data...
In this contribution, rating data are modelled using the new class of Nonlinear CUB models, recentl...
A general statistical model for ordinal or rating data, which includes some existing approaches as s...
In this contribution, rating data are modelled using the new class of Nonlinear CUB models, recentl...
In this paper we consider the problem of measuring the heterogeneity of a distribution of ratings in...
Ordinal measurements as ratings, preference and evaluation data are very common in applied disciplin...
This article presents an innovative dynamic model that describes the probability distributions of or...
In rating surveys, people are requested to express preferences on several aspects related to a topic...
We propose a probabilistic framework for the treatment of ``don't know'' responses in surveys aimed...
Subjective perceptions and attitudes are usually measured by administeringquestionnaires with ordere...
The rationale for the CUB models is based on the fact that the response of a person to an item is a ...
Nonlinear CUB models have been recently introduced in the literature to model rating or ordinal data...