On Certain Linear Structures of Bounded Vector-Valued Sequence on Space on Product Normed Space

Narayan Pahari
2016 Journal of Advanced College of Engineering and Management   unpublished
The aim of this paper is to dealwith avector valued sequence space V(P, -, u-,||. ||) with its terms from a product normed space P. Beside investigating the linear space structure of V(P, -, u-,||. ||) with respect to coordinate wise vector operations, the primary interest is to explore the conditions in terms of u-and -so that a class V(P, -, u-,||. ||) is contained in or equal to another class of the same kind .