Specht's ratio and logarithmic mean in time scale dynamic inequalities and their retrospective variants

In this research article, we investigate reverse Radon's inequality, Bergström's the weighted power mean Schlömilch's Bernoulli's inequality and Lyapunov's with Specht's ratio on time scales. We also present Rogers--Holder's logarithmic The scale dynamic inequalities unify extend some continuous their corresponding discrete quantum versions.