Some study on triple sequence space with respect to fuzzy anti-norm linear spaces

Abstract

The proposed article aims to study some topological properties of triple real sequence spaces with respect to fuzzy-anti-normed linear space (IFNLS). In this work the algebra of fuzzy I_{λ}-limit and fuzzy I_{λ} -anti limit, where 0<λ<1 and I is an ideal on N, of triple real sequences along with some fascinating example have been studied. Furthermore, the completeness of a special kind of sequence space with respect to fuzzy anti-norm has been examined, which is not studied before.