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2016•Unpublished venueOpen access

Interval-valued Fuzzy Ideal of N(2,2,0) Algebra

Fengxiao Wang

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Abstract

The purpose of this paper is to define the notion of an interval-valued fuzzy ideal of N (2, 2,0) algebra.Necessary and sufficient conditions for an i-v fuzzy set to be i-v fuzzy ideals are stated.It is proved that the intersection and direct product in N (2, 2,0) algebra of i-v fuzzy ideal are also i-v fuzzy ideal.The results enriched fuzzy theory in N (2, 2,0) algebra.

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The purpose of this paper is to define the notion of an interval-valued fuzzy ideal of N (2, 2,0) algebra.Necessary and sufficient conditions for an i-v fuzzy set to be i-v fuzzy ideals are stated.It is proved that the intersection and direct product in N (2, 2,0) algebra of i-v fuzzy ideal are also i-v fuzzy ideal.The results enriched fuzzy theory in N (2, 2,0) algebra.

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Available abstract

The purpose of this paper is to define the notion of an interval-valued fuzzy ideal of N (2, 2,0) algebra.Necessary and sufficient conditions for an i-v fuzzy set to be i-v fuzzy ideals are stated.It is proved that the intersection and direct product in N (2, 2,0) algebra of i-v fuzzy ideal are also i-v fuzzy ideal.The results enriched fuzzy theory in N (2, 2,0) algebra.

Key concepts: Mathematics, Fuzzy subalgebra, Algebra over a field, Fuzzy set, Fuzzy logic, Type-2 fuzzy sets and systems, Discrete mathematics, Ideal (ethics)

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