Measure theory | Banach spaces | Inequalities

Hanner's inequalities

In mathematics, Hanner's inequalities are results in the theory of Lp spaces. Their proof was published in 1956 by Olof Hanner. They provide a simpler way of proving the uniform convexity of Lp spaces for p ∈ (1, +∞) than the approach proposed by James A. Clarkson in 1936. (Wikipedia).

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Related pages

Mathematics | Uniformly convex space | Lp space | Measure space | James A. Clarkson