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New converses of the Jessen and Lah-Ribaric inequalities for continuous convex functions are studied. Applications are given for generalized and arithmetic means, Holder’s inequality, Hadamard’s inequality, and the inequalities of Giaccardi and Petrovic. Mathematics subject classification (2010): 26A51, 26E60, 97H30.

New converses of the Jessen and Lah-Ribarič inequalities II