Abstract
Abstract Nanda [6] introduced and discussed ℓp (ℱ) space of sequences of fuzzy numbers, and various authors studied many different properties of the space ℓp (ℱ). In the sequel of these studies, we have shown in this paper that the set (Ek ) = (E 0, E 1, E 2,. . . , Ek , . . .) is Schauder basis for ℓp (ℱ) and dual space of the ℓp (ℱ) is ℓq (ℱ), where p –1 + q –1 = 1.
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