Double fuzzy contra-continuous multifunctions

Rajesh, N.; Vanishree, M.; Brundha, B.

doi:10.26637/mjm0704/0039

Malaya J. Mat.

2019

DOI: 10.26637/mjm0704/0039

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Double fuzzy contra-continuous multifunctions

N. Rajesh¹,

M. Vanishree²,

B. Brundha³

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2024

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Cited by 2 publications

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Double Fuzzy Ideal Multifunctions

Abu_Shugair,

Abdallah,

Abbas

et al. 2024

Mathematics

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In this paper, we introduce the notion of p,q-fuzzy local function and DF-ideal topological space. Also, we introduce the concepts DFU-ð-continuous and DFL-ð-continuous, almost ð-continuous, weakly ð-continuous and almost weakly ð-continuous multifunctions. Several properties and characterizations of the introduced multifunctions and types of continuity are established. Some examples are given to explain the correct implications between these notions.

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Double Fuzzy Ideal Multifunctions

Abu_Shugair,

Abdallah,

Abbas

et al. 2024

Mathematics

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Double fuzzy $ \alpha $-$ \eth $-continuous multifunctions

Abu_Shugair,

Abdallah,

Abbas

et al. 2024

MATH

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<abstract><p>Various types of double fuzzy continuity of fuzzy multifunctions are introduced in this paper. These types are double fuzzy upper and lower $ \alpha $-$ \eth $-continuous, almost $ \alpha $-$ \eth $-continuous, weakly $ \alpha $-$ \eth $-continuous and almost weakly $ \alpha $-$ \eth $-continuous multifunctions. Double fuzzy ideals are playing the main role in defining these types of continuous multifunctions. All implications associated with these types are ensured; also, many examples are introduced to illustrate these implications, and to explain the advantages of these new types of continuity for some previous definitions.</p></abstract>

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Double fuzzy contra-continuous multifunctions

Cited by 2 publications

References 12 publications

Double Fuzzy Ideal Multifunctions

Double Fuzzy Ideal Multifunctions

Double fuzzy $ \alpha $-$ \eth $-continuous multifunctions

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