The present paper aims to study the parameterized inequalities of Hadamard-Simpson type for quantum integrals. By employing a quantum integral identity of multi-parameter, we establish novel inequalities for a class of q -differentiable mappings, which are related to s -(,m)convex mappings. Moreover, we acquire estimation-type results by considering the boundedness and the Lipschitz condition. As applications, we present two illustrative examples and several quantum integral inequalities for the special means.
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Du et al. (2021) studied this question.
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