Characterizations of fuzzy soft Gamma-hemirings
The concepts of (is an element of(gamma),is an element of(gamma) Vq(delta))-fuzzy soft h-ideals (h-bi-ideals, h-quasi-ideals) in Gamma-hemirings are introduced. Some new characterization theorems of these kinds of fuzzy soft h-ideals of a Gamma-hemiring are also given. Finally, we show that h-hemiregular and h-intra-hemiregular, h-quasi-hemiregular Gamma-hemirings can be described by (is an element of(gamma),is an element of(gamma) Vq(delta))-fuzzy soft h-ideals, (is an element of(gamma),is an element of(gamma) Vq(delta))-fuzzy soft h-bi-ideals and (is an element of(gamma),is an element of(gamma) Vq(delta))-fuzzy soft h-quasi-ideals.
gamma-hemiring fuzzy soft set (is an element of(gamma),is an element of(gamma)vq(delta))-fuzzy soft h-ideal (h-bi-ideal, h-quasi-ideal) (h-hemiregular, h-intra-hemiregular, h-quasi-hemiregular) gamma-hemiring