In 1977, B. Hutton introduced the concept of minimal families in complete lattices, and proved that each element of a given completely distributive lattice L has a minimal family. This concept has been proved useful i...In 1977, B. Hutton introduced the concept of minimal families in complete lattices, and proved that each element of a given completely distributive lattice L has a minimal family. This concept has been proved useful in establishing some interesting formulas concerning intersections of union-preserving mappings and therefrom some important展开更多
Based on the theory of fuzzy topology arising in the recent years, the theory of pointwise topology on completely distributive lattices was developed in(1, 2)Some very important algebraic concepts such as molecular la...Based on the theory of fuzzy topology arising in the recent years, the theory of pointwise topology on completely distributive lattices was developed in(1, 2)Some very important algebraic concepts such as molecular lattice, generalized order homomorphism have been investigated therein. Moreover, it has been proved that we can get a category展开更多
文摘In 1977, B. Hutton introduced the concept of minimal families in complete lattices, and proved that each element of a given completely distributive lattice L has a minimal family. This concept has been proved useful in establishing some interesting formulas concerning intersections of union-preserving mappings and therefrom some important
文摘Based on the theory of fuzzy topology arising in the recent years, the theory of pointwise topology on completely distributive lattices was developed in(1, 2)Some very important algebraic concepts such as molecular lattice, generalized order homomorphism have been investigated therein. Moreover, it has been proved that we can get a category
