Generalized Anti Interval Valued Fuzzy Filters on Non-commutative Residual Lattices
On the basis of interval value fuzzy set theory,anti interval value fuzzy filter,(∈,∈∨q)-anti interval value fuzzy filter and((∈),(∈)∨(q))-anti interval value fuzzy filter on the non-commutative remainder lattice are defined,and their properties and equivalence conditions are studied,and the relationship between them is obtained.
non-commutative residual lattice(∈,∈∨q)-anti interval value fuzzy filter((∈),(∈)∨(q))-anti interval value fuzzy filter
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