Absolute value of fuzzy real numbers and fuzzy sequence spaces (Q2710040)

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Absolute value of fuzzy real numbers and fuzzy sequence spaces
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    26 June 2003
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    fuzzy real number
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    fuzzy absolute value
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    fuzzy sequence space
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    Absolute value of fuzzy real numbers and fuzzy sequence spaces (English)
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    The authors redefine the absolute value of a fuzzy real number and give some examples to show that the earlier definition [see \textit{N. R. Das}, \textit{P. Das} and \textit{A. Choudhury}, J. Fuzzy Math. 46, 421-433 (1996; Zbl 0858.46057)] is incomplete. Then, for a fuzzy normed linear space \((X,\|\cdot\|)\), they discuss the \(X\)-valued sequence space, especially the \(X\)-valued convergent sequence space \(c_F(x)\). Finally, they also point out two errors in earlier papers.
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