Some general quantum integral inequalities for convex functions

Mehmet Kunt, Abdul Wakil Baidar

Abstract


In this paper, based on a new quantum analog of Hermite-Hadamard inequality, the quantum analog of some trapezoid, midpoint, Bullen and Simpson-type inequalities are established. Moreover, by taking the special selection of λ and μ and taking limit q → 1−, some new results are obtained, and some old results are verified.


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