Hemen Dutta
Abstract
The main aim of this paper is to compute Kothe-Toeplitz and null duals of some difference sequence spaces, defined by means of a fixed equence of multiplier and by an Orlicz function. Further the coincidence for three pairs of analogous spaces is established.
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The main aim of this paper is to compute Kothe-Toeplitz and null duals of some difference sequence spaces, defined by means of a fixed equence of multiplier and by an Orlicz function. Further the coincidence for three pairs of analogous spaces is established.
Key concepts: Mathematics, Dual polyhedron, Toeplitz matrix, Sequence (biology), Pure mathematics, Null (SQL), Multiplier (economics), Economics