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  Volume 4, Issue 5, Article 93
 
An Entropy Power Inequality for the Binomial Family

    Authors: Peter Harremoes, Christophe Vignat,  
    Keywords: Entropy Power Inequality, Discrete random variable.  
    Date Received: 03/04/03  
    Date Accepted: 21/10/03  
    Subject Codes:

94A17.

 
    Editors: Sever S. Dragomir,  
 
    Abstract:

In this paper, we prove that the classical Entropy Power Inequality, as derived in the continuous case, can be extended to the discrete family of binomial random variables with parameter 1/2.

         
       
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