Index-mixed copulas

06/19/2023
by   Klaus Herrmann, et al.
0

Motivated by the construction of the often analytically tractable Farlie-Gumbel-Morgenstern (FGM) copula family, we introduce index-mixed copulas. In contrast to FGM copulas, index-mixed copulas allow one to model the full range of concordance as well as to model lower or upper tail dependence, while still retaining the analytical tractability of FGM copulas. Also, index-mixed copulas are straightforward to simulate from. The construction principle and its properties are easily comprehensible and allow for more flexibility in modeling realistic dependencies in applications than the limited FGM copula family can provide.

READ FULL TEXT

page 17

page 19

page 20

research
01/23/2023

On the fractional mixed fractional Brownian motion Time Changed by Inverse alpha Stable Subordinator

A time-changed fractional mixed fractional Brownian motion by inverse al...
research
07/22/2019

Hierarchical Transformed Scale Mixtures for Flexible Modeling of Spatial Extremes on Datasets with Many Locations

Flexible spatial models that allow transitions between tail dependence c...
research
05/21/2019

Complete Positivity for Mixed Unitary Categories

In this article we generalize the ^∞-construction of dagger monoidal cat...
research
11/12/2022

The New Mixed Hypoexponential-G Family

Through viewing out the literature, many generated distributions took a ...
research
11/24/2020

An AUK-based index for measuring and testing the joint dependence of a random vector

We present an index of dependence that allows one to measure the joint o...
research
04/03/2020

Mixed Sessions: the Other Side of the Tape

The original paper on Mixed Sessions introduce the side A of the tape: t...
research
06/17/2020

Right-truncated Archimedean and related copulas

The copulas of random vectors with standard uniform univariate margins t...

Please sign up or login with your details

Forgot password? Click here to reset