In this article we provide a Bayesian analysis for dependent elliptical measurement error models considering nondifferential and differential errors. In both cases we compute posterior distributions for structural parameters ...

Copula modeling has become an increasingly popular tool in finance to model assets returns dependency. In essence, copulas enable us to extract the dependence structure from the joint distribution function of a set of ...

A previous work showed that viscosity values measured high frequency by ultrasound agreed with the values at low frequency by the rotational viscometer when conditions are met, such as relatively low frequency viscosity. ...

A previous work showed that viscosity values measured high frequency by ultrasound agreed with the values at low frequency by the rotational viscometer when conditions are met, such as relatively low frequency viscosity. ...

Different from measures of global dependence, measures of local dependence evaluate the dependence along the support of the variables. The aim of this paper is to study a measure of local dependence proposed by Bairamov, Kotz ...

The Gibbs measures of an interaction can behave chaotically as the temperature drops to zero. We observe that for some classical lattice systems there are interactions exhibiting a related phenomenon of sensitive dependence ...

The main theme is the behaviour of Gibbs measures as the temperature goes to zero, in statistical mechanics and in the thermodynamic formalism. Roughly speaking, the phenomenon of "chaotic temperature dependence" is ...

For some classical lattice systems, it is known that Gibbs measures can behave chaotically as the temperature drops to zero. For geometric Gibbs measures of one-dimensional maps, we exhibit a phenomenon sensitive dependence: ...

For some classical lattice systems, it is known that Gibbs measures can behave chaotically as the temperature drops to zero. For geometric Gibbs measures of one-dimensional maps, we exhibit a related phenomenon of sensitive ...