This paper uncovers properties of demi-complementation in ADLs, revealing its implications for pseudo-complemented lattices.
On an Almost Distributive Lattice (ADL), the concept of demi-complementation is introduced. From demi-complemented ADLs, we derived some important and interesting properties. Every demi-complemented ADL is given set equivalent conditions that yields a pseudo-complemented ADL, an MS-ADL, and a pseudo-complemented lattice.
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Rafi et al. (2025) studied this question.
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