Xuemei Gao
Abstract
It is shown that the Hardy-Hilbert's inequality can be multi-parameter extended by means of a sharpening of Hlder's inequality and by introducing parameters A、B and C. As its applications,a extended Hardy-Hilbert's inequality is given.
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It is shown that the Hardy-Hilbert's inequality can be multi-parameter extended by means of a sharpening of Hlder's inequality and by introducing parameters A、B and C. As its applications,a extended Hardy-Hilbert's inequality is given.
Key concepts: Sharpening, Inequality, Mathematics, Log sum inequality, Rearrangement inequality, Hölder's inequality, Kantorovich inequality, Extension (predicate logic)