ON SOME FRACTIONAL ORDER HARDY INEQUALITIES

On some fractional order hardy inequalities

On some fractional order hardy inequalities

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Weighted inequalities for fractional derivatives ( fractional order Hardy-type inequalities) have recently been proved in [4] and [1].In this paper, new inequalities of this type are invertatop squeeze bottle proved and applied.In particular, the general mixed norm case and a general twodimensional read more weight are considered.Moreover, an Orlicz norm version and a multidimensional fractional order Hardy inequality are proved.

The connections to related results are pointed out.

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