Anon-negative triangularmatrix operator is considered in weighted Lebesgue spaces of
sequences. Under some additional conditions on the matrix, some new weight …

It is proved that, besides the usual Muckenhoupt condition, there exist four different scales of
conditions for characterizing the Hardy type inequality with general measures for the case …

A discrete Hardy-type inequality is considered for a positive" kernel",, and. For kernels of
product type some scales of weight characterizations of the inequality are proved with the …

In this work, we use a well-known characterization of a weighted version of the classical
discrete Hardy inequality to exhibit a sufficient condition for the existence of solutions of the …

APPLICATIONS OF TAYLOR SERIES FOR CARLEMAN’S INEQUALITY THROUGH HARDY
INEQUALITY Mohammed Muniru Iddrisu and Christopher Adjei Page 1 Korean J. Math. 23 …

In a note published in 1925, GH Hardy stated the inequality\begin {equation*}\sum_ {n=
1}^\infty\left (\frac {1}{n}\sum_ {k= 1}^ n a_k\right)^ p\leq\left (\frac {p}{p-1}\right)^ p\sum_ {n …

Anon-negative triangularmatrix operator is considered in weighted Lebesgue spaces of
sequences. Under some additional conditions on the matrix, some new weight …