(M,n)-semirings
Some Special Classes of Semirings and Ordered Semirings
... ordered semirings which are akin to ordered rings and ordered ...of semirings is attracting the attention of several algebraists due to its applications to Computer Science, The developments of ...
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INTUITIONISTIC FUZZY BI-IDEALS IN TERNARY SEMIRINGS
... Ternary semirings are one of the generalized structures of semirings. The notion of ternary algebraic system was introduced by Lehmer[8]. He investigated certain ternary albebraic systems called triplexes ...
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Interval-Valued Fuzzy Ideals in Ternary Semirings
... ternary semirings which is a generalization of ternary rings and semirings, and they studied some properties of ternary semirings [1–7, ...ternary semirings and investigate some of the ...
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Partial Bi Semimodules over Partial Semirings
... partial semirings, the bi-semimodule theory of semirings( Jonathan ...partial semirings and hence we introduced the notions of (R, S )- partial bi-semimodule, ( R , S ) -homomorphism of (R, S )- ...
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e Invertible matrices over commutative semirings
... general semirings has a long ...over semirings were published (see, ...over semirings in his work [5] ...over semirings also have important applications in optimization theory, models of ...
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Applications of Lexicographic Semirings to Problems in Speech and Language Processing
... lexicographic semirings and their application to problems in speech and language ...lexicographic semirings, one involving a pair of tropical weights, and the other a tropical weight paired with a novel ...
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Fuzzy filters in ordered $\Gamma$-semirings
... We introduced the notion of fuzzy prime ideal, fuzzy filter in an or- dered Γ−semiring and studied their properties and relations between them. We characterized filters in an ordered Γ − semiring using fuzzy filters. In ...
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On Matrices Over Semirings
... over semirings are ...of semirings and presenting some results on regular and invertible matrix ...over semirings as generalization of corresponding results on matrices over ...
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L-Vague Semirings of L-Semiring
... The concept of Lattice was first defined by Dedekind in 1897 and then developed by Birkhoft.G,., imposed an operation an open problem "Is there a common abstraction which includes Boolean algebra, Boolean rings and ...
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On 2-absorbing primary ideals in commutative semirings
... Annihilator of a semiring S is defined as Ann ( a ) = { x ∈ S ∶ a x = 0 } . Recall from [10], that a proper ideal I of a commutative semiring S is said to be a 2-absorbing (weakly 2- absorbing)ideal of S if whenever a, ...
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Primal strong co-ideals in semirings
... Primal ideals in a commutative ring with non-zero identity have been introduced and studied by Ladislas Fuchs in [10] and continued to primal ideals over semirings in [5]. Moreover, the theory of pri- mal ...
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Querying Attributed DL-Lite Ontologies Using Provenance Semirings
... nance semirings (Green, Karvounarakis, and Tannen 2007) and enhance the semantics of DL-Lite R @ to deal with prove- nance ...information. Semirings generalize formalisms such as why-provenance, lineages ...
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ADDITIVELY INVERSIVE SEMIRINGS/ HEMIRINGS CHARACTERIZED BY THEIR FUZZY IDEALS *Nazish Kanwal and Muhammad Zakaullah Khan
... inversive semirings / hemirings which were proved for ordinary additively inversive semirings / hemirings by Yusuf ...inversive semirings / ...inversive semirings / ...
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The total torsion element graph of semimodules over commutative semirings
... Throughout this paper R is a commutative semiring with identity. In order to make this paper easier to follow, we recall in this section various notions from semimodule theory which will be used in the sequel. For the ...
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One sided complements and solutions of the equation aXb=c in semirings
... If a is multiplicatively idempotent then it has a Thierrin-Vagner inverse and, indeed, we can choose a × = a . Thus we can always assume that 0 × = 0 and 1 × = 1. If a has a multiplicative inverse, we can choose a × = a ...
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Fuzzy Ideals and Fuzzy Quasi-ideals in Ternary Semirings
... Algebraic structures play a prominent role in mathemat- ics with wide ranging applications in many disciplines such as theoretical physics, computer sciences, control engineering, information sciences, coding theory, ...
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La – Semirings Satisfying The Identity A.B = A + B + 1
... This paper contains some results on LA– Semirings involving two variables. We consider a LA - Semiring (S, +, .) satisfying the identity a.b = a + b + 1, for all a, b inS then it is proved that (S, +,.) is ...
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Structures of Anti-Inverse Semirings
... anti-inverse semirings and the modern interest in semirings arises primarily from fields of applied mathematics such as optimization theory, the theory of discrete event dynamical systems, automata theory, ...
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On quasi ideals of semirings
... Moreover, even in cases where those statements have been proved for semigroups and for tings by completely different ideas, our proof for the corresponding statement on semirings will ap[r] ...
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Subdirect products of semirings
... Abstract. Bandelt and Petrich (1982) proved that an inversive semiring S is a subdirect product of a distributive lattice and a ring if and only if S satisfies certain conditions. The aim of this paper is to obtain a ...
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