• STRUCTURE OF FUZZY SOFT A-IDEAL IN BCI-ALGEBRA
Abstract
Molodtsov [1999] introduced the concept of soft set as a new mathematical tool for dealing with uncertainties that is free from the difficulties that have troubled the usual theoretical approaches. Jun [2008] applied first the notion of soft set by Molodtsov to the theory of BCK/BCI-algebra. In this paper, the notion of soft a-ideals and a-idealistic soft BCI-algebra are introduced, and then investigated their basic properties. Using soft sets, characterizations of (fuzzy) a-ideals in BCI algebra are given. Relations between fuzzy a-ideals and a-idealistic soft BCI-algebras are provided.
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