“…A finite subfamily of the fuzzy open cover {〈 , , 〉: ∈ } of A, which is also a fuzzy open cover of A, is called a finite subcover of {〈 , , 〉: ∈ }. (b) An IFS = 〈 , , 〉 in an IFTS ( , ) is called fuzzy compact iff every fuzzy open cover of A has a finite subcover.Definition(Ramadan et al 2005): An IFTS ( , ) is called ( , )-intuitionistic fuzzy compact (resp., ( , )-intuitionistic fuzzy nearly compact and ( , )-intuitionistic fuzzy almost compact) if and only if for every family { : ∈ } in { : ∈ , ( ) > 〈 , 〉} such that ⋃…”