Copula study is growing field which used for constructing families of bivariate and multivariate distributions also a measure of dependence structure. There are several methods for constructing copulas, one of these methods is a Ru ̈schendorf method. A new bivariate copula called MS copula is introduced based on Ru ̈schendorf method. Several properties concerning dependence concepts and concordance ordering are studied and also fitting a copula using maximum likelihood. Finally, an application is presented to show applicability of the proposed MS copula.
M. Seyam, M. and M. Elsobky, S.
"New Bivariate MS Copula via Ru ̈schendorf method,"
Information Sciences Letters: Vol. 11
, PP -.
Available at: https://digitalcommons.aaru.edu.jo/isl/vol11/iss4/9