Another View on the Hoelder Inequality
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Publication:6207287
arXiv0710.5226MaRDI QIDQ6207287
Author name not available (Why is that?)
Publication date: 28 October 2007
Abstract: Every diagonalmatrix D yields an endomorphism on the n-dimensional complex vectorspace. If one provides this space with Hoelder norms, we can compute the operator norm of D. We define homogeneous weighted spaces as a generalization of normed spaces. We generalize the Hoelder norms for negative values, this leads to a proof of an extented version of the Hoelder inequality. Finally, we formulate this version also for measurable functions.
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