(International Mathematical Forum, 2012) Tariq Shah; Saeed, Muhammad
We investigate anti- homomorphic images and pre images of
semiprime, strongly primary, irreducible and strongly irreducible fuzzy ideals
of a ring. We also prove that: For a surjective anti-homomorphism f : R → R/,
if every fuzzy ideal of R is f-invariant and has a fuzzy primary (respectively,
strongly primary) decomposition in R, then every fuzzy ideal of R/ has a fuzzy
primary (respectively, strongly primary) decompsition in R/.