In this paper, we propose a simple non-parametric goodness-of-fit test for elliptical copulas of any dimension. It is based on the equality of Kendall’s tau and Blomqvist’s beta for all bivariate margins. Nominal level and power of the proposed test are investigated in a Monte Carlo study. An empirical application illustrates our goodness-of-fit test at work
Consider a random sample from a continuous multivariate distribution function F with copula C. In or...
We consider the problem of testing hypotheses on the copula density from $n$ bi-dimensional observat...
We propose a new platform of goodness-of-fit tests for copulas, based on empirical copula processes ...
Two goodness-of-fit tests for copulas are being investigated. The first one deals with the case of e...
A new goodness-of-fit test of copulas is proposed. It is based on restrictions on certain elements o...
A new goodness-of-fit test for copulas is proposed. It is based on restrictions on certain elements ...
AbstractThis paper defines two distribution free goodness-of-fit test statistics for copulas. It sta...
Copulas have been known in the statistical literature for many years, and have become useful tools ...
This paper defines two distribution free goodness-of-fit test statistics for copulas. It states thei...
In this study, we propose an estimation method for the Archimedean family of the copula in a nonpara...
Several copula goodness-of-fit approaches are examined, three of which are proposed in this paper. R...
We present a family of smooth tests for the goodness of fit of semiparametric multivariate copula mo...
This paper develops a smooth test of goodness-of-fit for elliptical distributions. The test is adapt...
A goodness-of-fit test for exchangeable Archimedean copulas is presented. In a large-scale simulatio...
A new goodness-of-fit test of copulas is proposed. It is based on restrictions on certain elements o...
Consider a random sample from a continuous multivariate distribution function F with copula C. In or...
We consider the problem of testing hypotheses on the copula density from $n$ bi-dimensional observat...
We propose a new platform of goodness-of-fit tests for copulas, based on empirical copula processes ...
Two goodness-of-fit tests for copulas are being investigated. The first one deals with the case of e...
A new goodness-of-fit test of copulas is proposed. It is based on restrictions on certain elements o...
A new goodness-of-fit test for copulas is proposed. It is based on restrictions on certain elements ...
AbstractThis paper defines two distribution free goodness-of-fit test statistics for copulas. It sta...
Copulas have been known in the statistical literature for many years, and have become useful tools ...
This paper defines two distribution free goodness-of-fit test statistics for copulas. It states thei...
In this study, we propose an estimation method for the Archimedean family of the copula in a nonpara...
Several copula goodness-of-fit approaches are examined, three of which are proposed in this paper. R...
We present a family of smooth tests for the goodness of fit of semiparametric multivariate copula mo...
This paper develops a smooth test of goodness-of-fit for elliptical distributions. The test is adapt...
A goodness-of-fit test for exchangeable Archimedean copulas is presented. In a large-scale simulatio...
A new goodness-of-fit test of copulas is proposed. It is based on restrictions on certain elements o...
Consider a random sample from a continuous multivariate distribution function F with copula C. In or...
We consider the problem of testing hypotheses on the copula density from $n$ bi-dimensional observat...
We propose a new platform of goodness-of-fit tests for copulas, based on empirical copula processes ...