Geodesic
Hybridization of classical inequalities with equivalent dynamic inequalities on time scale calculus
The Teaching of Mathematics, XXI (2018) no. 1, p. 38

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The aim of this paper is to present some classical inequalities and to form their symmetric dynamic versions on time scale calculus. We also present that their symmetric dynamic versions on time scales are equivalent.
Classification : 97H30, 26D15 H35
Keywords: Bernoulli's inequality, Radon's inequality, Rogers-Höl\-der's inequality, Schlömilch's inequality, the weighted power mean inequality, time scales 
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     title = {Hybridization of classical inequalities with equivalent dynamic inequalities on time scale calculus},
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Muhammad Jibril Shahab Sahir. Hybridization of classical inequalities with equivalent dynamic inequalities on time scale calculus. The Teaching of Mathematics, XXI (2018) no. 1, p. 38 . http://geodesic.mathdoc.fr/item/TM2_2018_XXI_1_a3/