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오류제보하기
The notion of multiplier for an almost distributive lattice is introduced, and some related properties are investigated. Moreover, we introduce a congruence relation $\phi_a$ induced by $a\in L$ on an almost distributive lattice and derive some useful properties of $\phi_a.$
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참고문헌 (10)
참고문헌 신청
H. E. Bell / 1989 / Rings in which derivations satisfy certain algebraic conditions / Acta Math. Hungar 53(3-4):339~346
G. Birkhoof / 1940 / Lattice Theory / American Mathematical Society
M. Bresar / 1991 / On the distance of the composition of the derivations to the general-ized derivations / Glasgow Math. J 33(1):89~93
A. Honda / 2006 / Entropy of capacities on lattices and set systems / Information Science 176:3472~3489
F. Karacal / 2006 / On the direct decomposability of strong negations and simplication operations on product lattices / Information Science 176:3011~3025
G. Birkhoof / 1940 / Lattice Theory / American Mathematical Society
M. Bresar / 1991 / On the distance of the composition of the derivations to the general-ized derivations / Glasgow Math. J 33(1):89~93
A. Honda / 2006 / Entropy of capacities on lattices and set systems / Information Science 176:3472~3489
F. Karacal / 2006 / On the direct decomposability of strong negations and simplication operations on product lattices / Information Science 176:3011~3025
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