On some (q,h)(q,h)-analogues of integral inequalities on discrete time scales

Here we provide some Feng Qi type (q,h)(q,h)-integral inequalities on discrete time scales, by using analytic and elementary methods in (q,h)(q,h)-calculus. We show that these inequalities are reduced for h=0h=0 to the Feng Qi type qq-integral inequalities on quantum calculus, reduced for q=1q=1 to the Feng Qi type hh-integral inequalities on hh-calculus and reduced for q=h=1q=h=1 to the Feng Qi type integral inequalities on difference calculus.