SOME PROPERTIES OF THE SPACE OF FUZZY BOUNDED LINEAR OPERATORS

Abstract

In this paper, we will show that (CF (X, K), χk|·k|) is a fuzzy Banach space using that the dual space X ∗ of a normed linear space X is a crisp Banach space. And for a normed linear space Y instead of a scalar field K , we obtain (CF (X, Y ), ρ∗) is a fuzzy Banach space under the some conditions.

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