Characterizations of Fuzzy Fated Filters of $R_0$-algebras Based on Fuzzy Points
The most general form of the notion of quasi-coincidence of a fuzzy point with a fuzzy subset is considered, and generalization of fuzzy fated of $R_0$-algebras is discussed. The notion of an $(ε, ε\vee q_k)$-fuzzy fated filter in an $R_0$-algebra is introduced, and several properties are investigated. Characterizations of an $(ε,ε\vee q_k)$-fuzzy fated filter in an $R_0$-algebra are discussed. Using a collection of fated filters, a $(ε,ε\vee q_k)$-fuzzy fated filter is established.
math.GM↗