AU - Yaghoobi Avval Riabi, M. AU - Mohtashami Borzadaran, G. H. AU - Yari, G. H. TI - Tsallis Maximum Entropy Lorenz Curves PT - JOURNAL ARTICLE TA - srtc-jsri JN - srtc-jsri VO - 11 VI - 1 IP - 1 4099 - http://jsri.srtc.ac.ir/article-1-38-en.html 4100 - http://jsri.srtc.ac.ir/article-1-38-en.pdf SO - srtc-jsri 1 ABĀ  - In this paper, at first we derive a family of maximum Tsallis entropy distributions under optional side conditions on the mean income and the Gini index. Furthermore, corresponding with these distributions a family of Lorenz curves compatible with the optional side conditions is generated. Meanwhile, we show that our results reduce to Shannon entropy as $beta$ tends to one. Finally, by using actual data, we compare the maximum Tsallis entropy Lorenz curve with some parametric Lorenz curves. CP - IRAN IN - LG - eng PB - srtc-jsri PG - 41 PT - Research YR - 2014