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Retkes identities : ウィキペディア英語版 | Retkes identities
In mathematics, the Retkes Identities, named after Zoltán Retkes, are one of the most efficient applications of the Retkes inequality, when , , and . In this special setting, one can have for the iterated integrals : The notation is explained at Hermite–Hadamard inequality. == Particular cases == Since is strictly convex if , strictly concave if , linear if , the following inequalities and identities hold: * * * *
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