Dah-Yan Hwang
Abstract
A generalization is given of Hua's inequality in inner product spaces that involves convex functions. An improvement is derived for Hua's inequality and recent extensions of it to the real inner product spaces.
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A generalization is given of Hua's inequality in inner product spaces that involves convex functions. An improvement is derived for Hua's inequality and recent extensions of it to the real inner product spaces.
Key concepts: Mathematics, Inner product space, Product (mathematics), Inequality, Generalization, Pure mathematics, Hölder's inequality, Kantorovich inequality