Title : ( Renyi entropy properties of records )
Authors: Maliheh Abbasnezhad Mashhadi , Nasser Reza Arghami ,
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Abstract
We provide bounds for Renyi entropy of records. We also show that the Renyi entropy ordering of random variables determines the Renyi entropy ordering of their respective records. We characterize exponential distribution by maximization of Reyi entropy under some conditions. We show that Renyi distance between distribution of records and parent distribution is distribution free.
Keywords
, Exponential distribution, Hazard function, Maximum entropy principal, Ordering, Records, Renyi entropy bounds, Renyi distance
@article{paperid:1020572,
author = {Abbasnezhad Mashhadi, Maliheh and Arghami, Nasser Reza},
title = {Renyi entropy properties of records},
journal = {Journal of Statistical Planning and Inference},
year = {2011},
volume = {141},
number = {7},
month = {July},
issn = {0378-3758},
pages = {2312--2320},
numpages = {8},
keywords = {Exponential distribution; Hazard function; Maximum entropy principal; Ordering; Records; Renyi entropy bounds; Renyi distance},
}
%0 Journal Article
%T Renyi entropy properties of records
%A Abbasnezhad Mashhadi, Maliheh
%A Arghami, Nasser Reza
%J Journal of Statistical Planning and Inference
%@ 0378-3758
%D 2011
