网络赌博平台信誉排名-金牌赌博平台大全-十大正规赌博平台大全-安徽新华学院
APrimerofShannon'sEntropyandInformation - 学术活动 - 安徽新华学院
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APrimerofShannon'sEntropyandInformation
发布日期:2019-12-09

时间:2019年12月10日16:00

地点:学术报告厅

主讲人:Olivier Rioul

讲座内容概要

       What is Shannon’s information theory (IT)? Despite its continued impact on our

 digital society, Claude Shannon’s life and work is still unknown to numerous people.

 In this tutorial, we review many aspects of the concept of entropy and information from

 a historical and mathematical point of view. The presentation is structured into small, 

mostly independent sections, each covering a particular topic. If time permits, we culminate

 with a simple exposition of a recent proof (2017) of the entropy power inequality (EPI), one

 of the most fascinating inequality in the theory.

主讲人简介

       Oliver Rioul (PhD, HDR) is full professor at Telecom ParisTech and Ecole Polytechnique, France. (法国巴黎电信综合理工学院)His research interests are in applied mathematics and include various, sometimes unconven tional, applications of information theory such as inequalities in statistics, hard ware security, and experimental psychology. He has been teaching information theory atvarious French universities for almost twenty years and has publicshed a textbook which has become a classical French reference in the field.

网络赌博平台信誉排名-金牌赌博平台大全-十大正规赌博平台大全-安徽新华学院