In this chapter, we review the problem of modeling correlated count data. Among the several methods that can be used for this scope, we focus on the copula approach, illustrating its advantages, but also possible limitations and issues arising in the discrete context if compared to the continuous case. After introducing the basic notions about copulas, the construction of a multivariate joint distribution is discussed and pseudorandom simulation and point estimation of copula-based models for count data are then outlined. Results related to minimum and maximum correlation between two assigned discrete marginal distributions are also described and put in connection with the choice of the copula to be used for modeling correlated counts. A nu...
This thesis first introduces the basic notions of univariate survival analysis. Then the survival an...
In many cases of modeling bivariate count data, the interest lies on studying the association rather...
This thesis first introduces the basic notions of univariate survival analysis. Then the survival an...
The modeling of joint probability distributions of correlated variables and the evaluation of reliab...
A copula-based method is presented to investigate the impact of copulas for modeling bivariate distr...
Multivariate count data occur in several different disciplines. However, existing models do not offe...
A copula is a function that joins multivariate distribution functions to their margins (i.e. margina...
A copula is a function that joins multivariate distribution functions to their margins (i.e. margina...
A copula is a function that joins multivariate distribution functions to their margins (i.e. margina...
A copula is a function that joins multivariate distribution functions to their margins (i.e. margina...
A copula is a function that joins multivariate distribution functions to their margins (i.e. margina...
A copula is a function that joins multivariate distribution functions to their margins (i.e. margina...
The copula function offers new opportunities for advanced engineering design and can model correlat...
We are studying linear and log-linear models for multivariate count time series data with Poisson ma...
Bivariate Poisson models are appropriate for modelling paired count data. However, the bivariate Poi...
This thesis first introduces the basic notions of univariate survival analysis. Then the survival an...
In many cases of modeling bivariate count data, the interest lies on studying the association rather...
This thesis first introduces the basic notions of univariate survival analysis. Then the survival an...
The modeling of joint probability distributions of correlated variables and the evaluation of reliab...
A copula-based method is presented to investigate the impact of copulas for modeling bivariate distr...
Multivariate count data occur in several different disciplines. However, existing models do not offe...
A copula is a function that joins multivariate distribution functions to their margins (i.e. margina...
A copula is a function that joins multivariate distribution functions to their margins (i.e. margina...
A copula is a function that joins multivariate distribution functions to their margins (i.e. margina...
A copula is a function that joins multivariate distribution functions to their margins (i.e. margina...
A copula is a function that joins multivariate distribution functions to their margins (i.e. margina...
A copula is a function that joins multivariate distribution functions to their margins (i.e. margina...
The copula function offers new opportunities for advanced engineering design and can model correlat...
We are studying linear and log-linear models for multivariate count time series data with Poisson ma...
Bivariate Poisson models are appropriate for modelling paired count data. However, the bivariate Poi...
This thesis first introduces the basic notions of univariate survival analysis. Then the survival an...
In many cases of modeling bivariate count data, the interest lies on studying the association rather...
This thesis first introduces the basic notions of univariate survival analysis. Then the survival an...