Add to ORKGResults involving the approximation of the difference between two integral means are utilised to obtain bounds on the Integral Mean Divergence and the f−divergence due to Csiszár. The current work does not restrict the functions involved to be convex. If convexity is imposed then the Integral Mean Divergence is the Hermite-Hadamard divergence introduced by Shioya and Da-te
There are many types of information divergences with used two probability distributions. A new infor...
Some inequalities for f-divergence measures by the use of Slater's inequality for convex functions o...
Using sharp inequalities of trapezoid and midpoint type in terms of the infinum and supremum of the ...
Results involving the approximation of the difference between two integral means are utilised to obt...
Results involving the approximation of the difference between two integral means are utilised to obt...
In this paper we have considered a difference of Jensen’s inequality for convex functions and prove...
summary:The concept of $f$-divergences was introduced by Csiszár in 1963 as measures of the ‘hardnes...
The concept of f-divergences was introduced by Csiszár in 1963 as measures of the ’hardness’ of a te...
Estimates of the difference of two integral means on [a,b], [c,d] with [c,d] &unknown; [a,b] in term...
A refinement of the discrete Jensen’s inequality for convex functions defined on a convex subset in...
A refinement of the discrete Jensen’s inequality for convex functions defined on a convex subset in...
f-divergences are a general class of divergences between probability measures which include as speci...
AbstractEstimates of the difference of two integral means on [a,b], [c,d] with [c,d] ⊂ [a,b] in term...
In this paper we generalise the concept of f-divergence to a convex function defined on a convex co...
General divergence measures for probability distributions are introduced and their main properties e...
There are many types of information divergences with used two probability distributions. A new infor...
Some inequalities for f-divergence measures by the use of Slater's inequality for convex functions o...
Using sharp inequalities of trapezoid and midpoint type in terms of the infinum and supremum of the ...
Results involving the approximation of the difference between two integral means are utilised to obt...
Results involving the approximation of the difference between two integral means are utilised to obt...
In this paper we have considered a difference of Jensen’s inequality for convex functions and prove...
summary:The concept of $f$-divergences was introduced by Csiszár in 1963 as measures of the ‘hardnes...
The concept of f-divergences was introduced by Csiszár in 1963 as measures of the ’hardness’ of a te...
Estimates of the difference of two integral means on [a,b], [c,d] with [c,d] &unknown; [a,b] in term...
A refinement of the discrete Jensen’s inequality for convex functions defined on a convex subset in...
A refinement of the discrete Jensen’s inequality for convex functions defined on a convex subset in...
f-divergences are a general class of divergences between probability measures which include as speci...
AbstractEstimates of the difference of two integral means on [a,b], [c,d] with [c,d] ⊂ [a,b] in term...
In this paper we generalise the concept of f-divergence to a convex function defined on a convex co...
General divergence measures for probability distributions are introduced and their main properties e...
There are many types of information divergences with used two probability distributions. A new infor...
Some inequalities for f-divergence measures by the use of Slater's inequality for convex functions o...
Using sharp inequalities of trapezoid and midpoint type in terms of the infinum and supremum of the ...