Soft set theory applied to p-ideals of BCI-algebras related to fuzzy points
The notions of \((\overline{\in}, \overline{\in} \vee \overline{\hbox{q}})\)-fuzzy p-ideals and fuzzy p-ideals with thresholds related to soft set theory are discussed. Relations between \((\overline{\in}, \overline{\in} \vee \overline{\hbox{q}})\)-fuzzy ideals and \((\overline{\in}, \overline{\in} \vee \overline{\hbox{q}})\)-fuzzy p-ideals are investigated. Characterizations of an \((\overline{\in}, \overline{\in} \vee \overline{\hbox{q}})\)-fuzzy p-ideal and a fuzzy p-ideal with thresholds are displayed. Implication-based fuzzy p-ideals are discussed.
p-ideal \((\overline{\in} fuzzy p-ideal with thresholds soft bck/bci-algebra p-idealistic soft bci-algerba \overline{\in} \vee \overline{\hbox{q}})\)-fuzzy p ideal fuzzifying p ideal t-implication-based fuzzy p-ideal