Bivariate Zenga surfaces and a vector-valued curve extend the univariate Zenga inequality measure for joint distributions, with a non-parametric estimator tested via simulations and applied to digital inequality data.
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On Some Multivariate Extensions to Zenga Curve: Properties and Applications
Bivariate Zenga surfaces and a vector-valued curve extend the univariate Zenga inequality measure for joint distributions, with a non-parametric estimator tested via simulations and applied to digital inequality data.