Some properties of cumulative extropy and its dynamic past version

Abstract

Extropy has been discussed in many works of literature as a complementary dual of Shannon?s entropy function. In this paper, a replacement procedure of uncertainty of random variable, constructed on the cumulative distribution function F, called cumulative extropy is proposed. Some properties and features of the deemed measure are obtained. Moreover, the dynamic form of cumulative extropy is considered. Finally, non-parametric estimators for the proposed measure are included.

Marginalization and Transcendence in Transhumanism and Minjung Theology

“…The emergence of transhumanism as a movement has been documented by, among others, Tirosh‐Samuelson (2012; 2013), Geraci (2011), More (2013), and Vita‐More (2018). It was the work first of mid‐century authors like Ettinger (1964; 1972) and Esfandiary ([1970] 1978; [1973] 1977), and later by More ([1988] 2003; 2013), Vita‐More (2018), and others. While most thinkers in this period sharply delimited transhumanism from religion, others were more sanguine about that relationship (e.g., Bainbridge 2009; Prisco 2013; 2018).…”