THE IMPACT OF MONOTONE FUNCTIONS ON DYNAMIC INEQUALITIES OF HARDY TYPE WITH A NEGATIVE PARAMETER ON TIME SCALES

AHMED I. SAIED, Nizar Kh. Al-Oushoush, Mario Krnic

Abstract


In this manuscript,we establish various novel Hardy-type inequalities involving asingle negative parameter and monotone functions on timescales.In the continuous case,our results reduce to the integral inequalities proved by Benaissa,Sarikaya[6] and Azzouzetal. [5],while in the discrete or quantum case, the inequalities obtained are fundamentally new.

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