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• W4327739731 endingPage "740" @default.
• W4327739731 startingPage "740" @default.
• W4327739731 abstract "The aim of this study is to provide a generalization of prime vague Γ-ideals in Γ-rings by introducing non-symmetric 2-absorbing vague weakly complete Γ-ideals of commutative Γ-rings. A novel algebraic structure of a primary vague Γ-ideal of a commutative Γ-ring is presented by 2-absorbing weakly complete primary ideal theory. The approach of non-symmetric 2-absorbing K-vague Γ-ideals of Γ-rings are examined and the relation between a level subset of 2-absorbing vague weakly complete Γ-ideals and 2-absorbing Γ-ideals is given. The image and inverse image of a 2-absorbing vague weakly complete Γ-ideal of a Γ-ring and 2-absorbing K-vague Γ-ideal of a Γ-ring are studied and a 1-1 inclusion-preserving correspondence theorem is given. A vague quotient Γ-ring of R induced by a 2-absorbing vague weakly complete Γ-ideal of a 2-absorbing Γ-ring is characterized, and a diagram is obtained that shows the relationship between these concepts with a 2-absorbing Γ-ideal." @default.
• W4327739731 created "2023-03-18" @default.
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• W4327739731 date "2023-03-17" @default.
• W4327739731 modified "2023-10-01" @default.
• W4327739731 title "2-Absorbing Vague Weakly Complete Γ-Ideals in Γ-Rings" @default.
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• W4327739731 doi "https://doi.org/10.3390/sym15030740" @default.
• W4327739731 hasPublicationYear "2023" @default.
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