On the imbedding of sequence spaces \(\ell ^ p(\mu)\) into \(\ell ^ r(\nu)\)
For \(\mu =\{\mu_ k\}^ a \)sequence of positive numbers, \(\ell^ p\{\mu \}\) is the Banach space of all sequences \(\{w_ k\}\) of complex numbers such that \(\Sigma_ k| w_ k|^ p\mu_ k<\infty\). The author finds conditions on the sequences \(\mu\) and \(\nu =\{\nu_ k\}\) such that \(\ell^ p(\mu)\subset \ell^ r(\nu)\).
scientific article; zbMATH DE number 3903318