摘要

The space lp(Dm ) consisting of all sequences whose m-th order differences are p-absolutely summable was recently studied by Altay. Following Altay, we have found the continuous dual of the spaces l1(Dn ) and lP(Dn ). We have also determined the norm of the operator Dn acting from l1 to itself and from lㄓ to itself, and proved that Dn is a bounded linear operator on the space lp(Dn ).

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