Note on Sharp Hardy-Type Inequality |
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| Authors: | Alexander Fabricant Nikolai Kutev Tsviatko Rangelov |
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| Institution: | 1. Institute of Mathematics and Informatics, Bulgarian Academy of Sciences, 1113, Sofia, Bulgaria
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| Abstract: | We prove Hardy-type inequality with weight singular at ${0 \in \Omega}$ in the class of functions which are not zero on the boundary ${\partial \Omega}$ . The Hardy constant is optimal and the inequality is sharp due to the additional boundary term. |
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