Results 41 to 49 of about 70 (49)
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MBJ-Neutrosophic WI Ideals in Lattice Wajsberg Algebra
International journal of neutrosophic scienceIn this study, we introduce the concepts of MBJ-Neutrosophic WI-ideal and MBJ-Neutrosophic lattice ideal of lattice Wajsberg algebras. We demonstrate that every MBJ-Neutrosophic WI-ideal of lattice Wajsberg algebra is an MBJ-Neutrosophic lattice ideal of
V. S. N. Malleswari +4 more
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MBJW - FILTERS OF LATTICE WAJSBERG ALGEBRAS
, 2020In this paper we define the MBJw – filters of Lattice wajsberg algebras and proved the properties ofMBJw – filters. We derive some relation between fuzzy ideals, interval valued fuzzy ideals to neutrosophic ideals. Further we prove that cut sets of MBJ –
T. Anitha +2 more
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Implicative 풩-ideals of BCK-algebras based on neutrosophic 풩-structures
Discret. Math. Algorithms Appl., 2019In the present paper, we introduce the concept of neutrosophic implicative [Formula: see text]-ideal in [Formula: see text]-algebras, and investigate several properties.
G. Muhiuddin, S. Kim, Y. Jun
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On the Non-Commutative Logical Rings As Novel Extensions of Neutrosophic Rings
Journal of Neutrosophic and Fuzzy SystemsThis paper uses some logical algebraic elements to extend any ring into a non-commutative ring containing the original ring with many generalized substructures and special elements. On the other hand, we study the substructures of non-commutative logical
Murat Murat
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Some properties of neutrosophic nil radicals of neutrosophic ideals in rings
International journal of neutrosophic scienceIn this paper, we consider the notion of neutrosophic nil radicals of neutrosophic ideals in commutative rings and some properties of such nil radicals. Finally, we study the properties of semiprime neutrosophic ideals of rings.
A. Priya +3 more
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Study of MBJ – neutrosophic level sets in β – ideal
INTERNATIONAL CONFERENCE ON RECENT ADVANCES IN MATHEMATICS AND COMPUTATIONAL ENGINEERING: ICRAMCE 2022, 2023P. Muralikrishna, S. Manokaran
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F1000Research
Background A neutrosophic ring represents an algebraic generalization of the classical ring structure by introducing an indeterminacy element I , enabling the modeling of truth, falsity, and indeterminacy simultaneously, as established within Smarandache’
Yousif A. Ahmed, Majid Mohammed Abed
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Background A neutrosophic ring represents an algebraic generalization of the classical ring structure by introducing an indeterminacy element I , enabling the modeling of truth, falsity, and indeterminacy simultaneously, as established within Smarandache’
Yousif A. Ahmed, Majid Mohammed Abed
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Neutrosophic quadruple BCI-commutative ideals
, 2020G. Rezaei, R. Borzooei, Y. Jun
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Single Valued Neutrosophic Ideals of BCK-Algebras
, 2016.J MartinaJency, I. Arockiarani
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