Abstract
This paper presents a constructive description of all possible weighting factors in Hardytype inequalities. An exact description of these factors turned out to be possible within the framework of measures that are the sum of the regular Lebesgue-Stieltjes measure and the Dirac measure. As an application, multidimensional weighted inequalities in n , n > 1, of the Friedrichs and Poincare type are obtained.
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