Arya Bhatta Journal of Mathematics and Informatics
  • Year: 2015
  • Volume: 7
  • Issue: 2

On new weighted difference-divergence measures their inequalities, concavity and non-symmetry

  • Author:
  • Sapna Nagar1,, R. P. Singh2,
  • Total Page Count: 18
  • Page Number: 259 to 276

1Department of Mathematics, Research Scholar: Mewar University, Gangrar, Chittorgarh-312901, Rajasthan, India

2Former Reader & Head, Dept. of Maths, Lajpat Rai (PG) College, Sahibabad, Ghaziabad-201005, India

*E-mail: sapnanagar3@gmail.com

** drrpsingh2010@gmail.com

AMS Classification: 94A17: 62B10

Abstract

In the present communication, we have considered new symmetric weighted difference-divergences. Exploiting Csiszar's fdivergence for weighted distribution and calculus, we have established some new inequalities among then as such

(i) 

And

(ii) 

Keywords

Weighted Triangular Divergence, Weighted Hellinger Divergence, Weighted Symmetric Chi-Square Divergence, Weighted f-divergence