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Meet-distributive lattices have the intersection property [PDF]
This paper is an erratum of H. Mühle: Distributive lattices have the intersection property, Math. Bohem. (2021). Meet-distributive lattices form an intriguing class of lattices, because they are precisely the lattices obtainable from a closure operator ...
Henri Mühle
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Distributive Lattices have the Intersection Property [PDF]
Distributive lattices form an important, well-behaved class of lattices. They are instances of two larger classes of lattices: congruence-uniform and semidistributive lattices.
Mühle, Henri
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Common Property and (Pre) Distributive Justice
This paper discusses the impact that so-called common goods might have in distributive social regimes. While questioning some of the most accepted notions of property rights, it suggests the philosophy of natural rights and of the bundle of rights to ...
Bru Laín
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Distributive lattices with strong endomorphism kernel property as direct sums [PDF]
Unbounded distributive lattices which have strong endomorphism kernel property (SEKP) introduced by Blyth and Silva in [3] were fully characterized in [11] using Priestley duality (see Theorem 2.8}). We shall determine the structure of special elements (
Jaroslav Gurican
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Alan Day’s doubling construction of intervals has been found to affect some properties of the lattice of weak congruences of chains. Here, in this paper, we study how it affects the property of 0-distributivity of the lattice of weak congruences of ...
V Gladys Mano Amirtha, Premalatha D.
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Disjunctive inclusion property in pseudo-complemented distributive lattices [PDF]
Mukkamala Sambasiva Rao
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Properties of multiplication operation of neutrosophic fuzzy matrices [PDF]
The article reveals the investigation of properties of multiplication operation of neutrosophic fuzzy matrices. We study commutative property, associative property, distributive property of them.
Deepraj Das +2 more
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Distributive lattices have the intersection property [PDF]
Distributive lattices form an important, well-behaved class of lattices. They are instances of two larger classes of lattices: congruence-uniform and semidistributive lattices.
Henri Mühle
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Remarks on Sugeno Integrals on Bounded Lattices
A discrete Sugeno integral on a bounded distributive lattice L is defined as an idempotent weighted lattice polynomial. Another possibility for axiomatization of Sugeno integrals is to consider compatible aggregation functions, uniquely extending the L ...
Radomír Halaš +2 more
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Neutrosophic Fuzzy Matrices and Some Algebraic Operations [PDF]
In this article, we study neutrosophic fuzzy set and define the subtraction and multiplication of two rectangular and square neutrosophic fuzzy matrices.
Rakhal Dasand +2 more
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