JOURNAL ARTICLE

\(Q_1\)- fuzzy quasi ideals in semiring

M.R. ThirumagalP. Murugadas

Year: 2017 Journal:   International Journal of Algebra and Statistics Vol: 6 (1-2)Pages: 144-144

Abstract

The authors in [9] introduced Q1 -fuzzy set which is a natural generalization Q-fuzzy sets studied by [5, 7, 12, 13] and studied some results related to level subsets of Q1 -fuzzy set. In this study composition of two Q1 -fuzzy sets, Q1 -fuzzy points, Q1 -fuzzy quasi (prime, semiprime, irreducible, strongly irreducible) ideals are defined and revealed some related properties of these mentioned ideals. Further Q1 -fuzzy left (right) ideals generated by fuzzy points are exhibited and some quasi-ideals in terms of idempotent Q1 -fuzzy points are found.

Keywords:
Mathematics Semiprime Fuzzy logic Fuzzy subalgebra Generalization Prime (order theory) Fuzzy set Pure mathematics Idempotence Fuzzy mathematics Discrete mathematics Semiprime ring Algebra over a field Fuzzy number Combinatorics Computer science Artificial intelligence Mathematical analysis

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Topics

Fuzzy and Soft Set Theory
Social Sciences →  Decision Sciences →  Management Science and Operations Research
Fuzzy Logic and Control Systems
Physical Sciences →  Computer Science →  Artificial Intelligence

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