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Mr. Suas explained that like supermarket breads today, homemade bread in the 1970s was modeled on English pan loaves, with a tight, even, fine-grained interior ideal for tidy sandwiches.
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When λ = 0 and μ = 1, we meet ordinary fuzzy ideals and fuzzy interior ideals.
We first introduce -fuzzy ideals and -fuzzy interior ideals of an ordered Γ-semigroup.
From this point of view, -fuzzy ideals and -fuzzy interior ideals are more general concepts than fuzzy ones.
We introduced -fuzzy ideals and -fuzzy interior ideals of an ordered Γ-semigroup and we got some interesting results.
Then we prove that in regular and in intra-regular ordered semigroups the -fuzzy ideals and the -fuzzy interior ideals coincide.
Lastly, we introduce -fuzzy simple ordered Γ-semigroup and characterize the simple ordered Γ-semigroups in terms of -fuzzy interior ideals.
Some ground floor rooms open onto small interior courtyards, ideal for guests with pets.
Australia has a predominantly coastal population with a plentiful supply of sea water and abundant access to energy, in the form of coal, uranium (though it would have to overcome its aversion to nuclear reactors first) and solar power, for which the country's vast, empty, sun-baked interior presents ideal conditions.
A = ( f A, g A ) is called an intuitionistic -fuzzy interior Γ-ideal (briefly - I F I Γ I ) of S if it is both a first and a second intuitionistic -fuzzy interior Γ-ideal.
Notice that λ < μ, we obtain that χ U ˜ ( x ) ≤ λ, that is, χ U ˜ ( x ) = 0. So, x ∈ U. Thus U is an interior Γ-ideal of S. □.
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