Remarks on the hardy inequality

Remarks on the hardy inequality

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Let be an open subset of with finite Lebesgue -measure, let be Antenna Splitter the distance from to the boundary of , and let.We give a simple direct proof that if satisfies the plumpness condition of Martio and Väisälä [10], then the inequality of Hardy type, holds whenever.We also show that the plumpness condition may be replaced by ones.which enable domains with GF ICE CREAM CONES lower-dimensional portions of their boundaries to be handled.