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left (resp right) regular

𝒩 Fuzzy Ideals in Ordered Semigroups

... N-fuzzy left resp., right ideals and characterize regular, left, and right simple ordered semigroups and completely regular ordered semigroups in terms of N-fuzzy ...

14

Left I-quotients of band of right cancellative monoids

Left I-quotients of band of right cancellative monoids

... of left quotients if and only if it is a semilattice of right reversible, cancellative ...a left regular band of groups. He proved that a semigroup has a left regular band of ...

15

Structure of regular semigroups

Structure of regular semigroups

... be left(right) normal if abc = acb (abc = bac) for all a,b,c in ...be left(right) quasi-normal if it satisfies the identity abc = acbc (abc = abac) for all a,b,c in ...

6

Primitive left ample semigroups

Primitive left ample semigroups

... of left abundant ...A left abundant semigroup is a semigroup with the property that all principal left ideals are ...All regular semigroups are left abundant semigroups and so are many ...

9

Potentially right simple  π-regular semigroups are right groups

Potentially right simple π-regular semigroups are right groups

... The simple universal algebras (the simple groups, rings, the simple and congruence-free semigroups) attracted the attention of algebraists always. The “simple” objects may be simple in usual sense. For example, the ...

6

A flatness property of acts over monoids

A flatness property of acts over monoids

... Since right absolutely weakly flat monoids must be regular and hence left-PP, then all their right S − acts satisfy condition (P E ...all right S-acts satisfy condition (P E ) then S ...

8

On fuzzy points in ternary semigroups

On fuzzy points in ternary semigroups

... have This implies that and hence is a fuzzy right ideal of In a similar argument we prove that is a fuzzy left ideal of . It remains to show that is a fuzzy lateral ideal of . For this purpose, assume that ...

9

Performance Analysis and Improvement of LT Codes over AWGN Channels

Performance Analysis and Improvement of LT Codes over AWGN Channels

... From Fig. 5, we also see that the performance of the three kinds of degree distribution is partially similar each other when the SNR is less than 1dB and greater than 3dB. The BER declines with the increase of the SNR. ...

8

Right and left ventricular function in hospitalized children with respiratory syncytial virus infection

Right and left ventricular function in hospitalized children with respiratory syncytial virus infection

... There is a lack of knowledge about extrapulmonary mani- festations including cardiac dysfunction in children with less severe RSV infection, who are admitted to a regular pediatric ward. However, many children ...

6

Characterizations of Abel Grassmann’s Groupoids by the Properties of Their Double-Framed Soft Ideals

Characterizations of Abel Grassmann’s Groupoids by the Properties of Their Double-Framed Soft Ideals

... a right regular AG-groupoid and let h(α, β); Ai be a DFS-left ideal of A over U ...is right regular so there exist an element x such that a = ...

13

Fuzzy Hyperideals of Left Almost Semihypergroups

Fuzzy Hyperideals of Left Almost Semihypergroups

... a regular LA-semihypergroup and f is a fuzzy right hyperideal and g a fuzzy left hyperideal of ...a regular LA-semihypergroup, so there exist an element x ∈ S such that a ∈ (a ◦ x) ◦ ...

17

On the Derivational Entropy of Left to Right Probabilistic Finite State Automata and Hidden Markov Models

On the Derivational Entropy of Left to Right Probabilistic Finite State Automata and Hidden Markov Models

... probabilistic regular grammars (see Theorem 6 in Thompson [1974]) and to probabilistic incontextual grammars in Chomsky Normal Form (see Theorem 7 in Thompson [1974]), but here we only focus on probabilistic ...

21

A new derivation of UP-algebras by means of UP-endomorphisms

A new derivation of UP-algebras by means of UP-endomorphisms

... of left- right (resp. right-left) f -derivations of BCI-algebras, investigated some related properties by using the idea of regular f -derivations and they gave characterizations ...

31

La – Semirings Satisfying The Identity  A.B = A + B + 1

La – Semirings Satisfying The Identity A.B = A + B + 1

... a regular semigroup satisfying the identity ...is regular , left (right) regular semigroup and completely regular ...be regular semigroup then (S,.) is also regular ...

12

On Pure Hyperradical in Semihypergroups

On Pure Hyperradical in Semihypergroups

... Example 2.5. Let H 0, 1. Then, H with the hyperoperation x ◦ y 0, xy is a semihypergroup. Let t ∈ 0, 1 and T 0, t. Then, T is a semihypergroup, and, moreover, T is a two-sided hyperideal of H which is neither ...

8

Whitehead groups of exchange rings with primitive factors artinian

Whitehead groups of exchange rings with primitive factors artinian

... By using Zorn’s lemma, we have a two-sided ideal Q of R such that it is maximal in Ω. Let S = R/Q. If J(R/Q) ≠ 0, then J(R/Q) = K/Q for some K ⊃ Q. Clearly, S/J(S) R/K. By the maximality of Q, we can find a ...

6

Flat semimodules

Flat semimodules

... be left R -semimodules, except at cited places, and in all cases are unitary semimodules, that is, 1 · m = m for all m ∈ M (m · 1 = m for all m ∈ M) for all left R -semimodules R M ...all right R ...

8

When Left Might Not Be Right

When Left Might Not Be Right

... on right-hand menus, but these have tended to assume that left- hand menus would always perform much ...between left and right justified menus ...than left justified ones ...a ...

12

On Minimal and Maximal Regular Open Sets

On Minimal and Maximal Regular Open Sets

... maximal regular open sets, but neither {1, 2, 5} ∪ {1, 2, 3} = X nor {1, 2, 5} = {1, 2, ...finite regular open set in a topological space ...minimal regular open set U such that U ⊆ V ...

6

∈,∈∨q(λ,μ))-Fuzzy Regular Subrings

∈,∈∨q(λ,μ))-Fuzzy Regular Subrings

... In 1981, W. J .Liu introduced the concept of fuzzy subring [8]. In 1992, Indian scholar S. K. Bhakat and P. Das introduced the concept of ( , ) α β -fuzzy subgroup [9] by using "belong to ( ∈ )" relation and ...

8

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