(f, g)-derivation of ordered Γ-semirings

In this paper, we introduce the concept of (f, g)-derivation, which is a generalization of f- derivation and derivation of ordered Γ-semiring and study some properties of (f, g)-derivation of ordered Γ-semirings. We prove that, if d is a (f, g)-derivation of an ordered integral Γ-semiring M then ker...

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Veröffentlicht in:Mathematica Moravica 2018, Vol.22 (1), p.107-121
Hauptverfasser: Krishna, Rao, Venkateswarlu, Bolineni, Kumar, Bandaru, Kumar, Kona
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Sprache:eng
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Zusammenfassung:In this paper, we introduce the concept of (f, g)-derivation, which is a generalization of f- derivation and derivation of ordered Γ-semiring and study some properties of (f, g)-derivation of ordered Γ-semirings. We prove that, if d is a (f, g)-derivation of an ordered integral Γ-semiring M then ker d is a m-k-ideal of M and we characterize m-k-ideal using (f, g)-derivation of ordered Γ-semiring M.
ISSN:1450-5932
2560-5542
DOI:10.5937/MatMor1801107M