IJPAM: Volume 77, No. 3 (2012)
ON `USEFUL' R-NORM RELATIVE INFORMATION
AND J-DIVERGENCE MEASURES
AND J-DIVERGENCE MEASURES
Satish Kumar
, Gurdas Ram
, Vishal Gupta
Department of Mathematics
Geeta Institute of Management and Technology
Kanipla, (Kurukshetra), INDIA
Department of Applied Sciences
M.M. University
Solan (H.P.), INDIA
Department of Mathematics
M.M. University
Mullana (Ambala), INDIA




Geeta Institute of Management and Technology
Kanipla, (Kurukshetra), INDIA

M.M. University
Solan (H.P.), INDIA

M.M. University
Mullana (Ambala), INDIA
Abstract. In this paper some new generalized R-Norm measures of useful relative information have been defined and their particular cases have been studied. From these measures new useful R-Norm information measures have also been derived. We have obtained J-divergence corresponding to each measure of useful relative R-norm information. in the end, an equality satisfied by useful J-divergence of type has been proved.
Received: December 1, 2011
AMS Subject Classification: 94A15, 94A24, 26D15
Key Words and Phrases: Renyi's entropy, concave and convex functions, R-norm relative information measure, homogeneous function, J-divergence of type
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Source: International Journal of Pure and Applied Mathematics
ISSN printed version: 1311-8080
ISSN on-line version: 1314-3395
Year: 2012
Volume: 77
Issue: 3