We utilize and extend a simple and classical mechanism, combining log-concavity and majorization in the convex order to derive moment, concentration, and entropy inequalities for log-concave random variables with respect to a reference measure.
翻译:我们利用并推广一个简单和古典的机制,结合对数调和曲线上的占位法和占位法,在参照测量的对数调随机变量中,产生时间、浓度和星盘不平等。