حداکثر آنتروپی تسلیس با مقادیر شاخص های اختلاف معنی داری بین ژینی و جینین تعمیم یافته است

Using the maximum entropy principle with Tsallis entropy, some distribution families for modeling income distribution are obtained. By considering income inequality measures, maximum Tsallis entropy distributions under the constraint on generalized Gini and Gini mean difference indices are derived. It is shown that the Tsallis entropy maximizers with the considered constraints belong to generalized Pareto family.