Abstract
Abstract A class with ambiguous status of its elements by a membership function that assigns to each element a grade in the close interval [ 0 , 1 ] {[0,1]} ; Lofti Zadeh introduced this idea into theory as fuzzy sets in the year of 1965. A study of fuzzy anti-normed linear spaces by Kočinac on some topological properties motivated us to work on fuzzy anti-normed triple sequence spaces with respect to ideal by using compact linear operator. Further, we prove some theorems, particularly on convergence and completeness.
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