V. V. Prelov
The Institute for Information Transmission Problems, Moscow, Moscow, Russia

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Publications (1)0.48 Total impact

  • Article: On computation of information via variation and inequalities for the entropy function
    V. V. Prelov
    [show abstract] [hide abstract]
    ABSTRACT: This paper supplements the author’s paper [1]. We obtain an explicit formula which in a special case allows us to calculate the maximum of mutual information of several random variables via the variational distance between the joint distribution of these random variables and the product of their marginal distributions. We establish two new inequalities for the binary entropy function, which are related to the problem considered here.
    Problems of Information Transmission 04/2012; 46(2):122-126. · 0.48 Impact Factor

Institutions

  • 2012
    • The Institute for Information Transmission Problems
      Moscow, Moscow, Russia
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