Speaker
Kashif Iqbal
(University of Sargodha)
Description
Using tools from generalized quantum calculus, we derive new delay-dependent versions of classical integral inequalities of Chebyshev, Poincaré, Sobolev, Opial, and Ostrowski type. These results extend and refine existing inequalities by incorporating delayed arguments, leading to improved bounds. The proposed inequalities are well suited for applications in the analysis of delayed dynamic equations on time scales and related quantum models.
