分配格是一种组合构形，它是满足下述条件的格：对于格的任意元素x，y和z，均有x∧(y∨z)=(x∧y)∨(x∧z)。由于格中结运算和交运算的对称性，上述条件等价于x∨(y∧z)=(x∨y)∧(x∨z)，当L为分配格时，交运算对于结运算满足分配律，而且反之亦真。布尔格、除数格、理想格、链等均为分配格。
收入分配格局 pattern of income distribution
橄榄型分配格局 olive-shaped distribution structure
调整收入分配格局 with refined and improved systems for income distribution
分配格序代数 Fang Jie ; DISTRIBUTIVE LATTICES WITHUNARY OPERATIONS
自由分配格 free distributive lattice
有限分配格 finite distributive lattice
标准分配格式 standard distribution format
分配格的表示 [数] representation of distributive lattice
本文讨论了分配格理想的特殊性质。
This paper discusses the special properties of the ideals of distributive lattices.
综述有关分配格表示定理的某些工作。
It is devoted to summarize some word of representation of distributive lattice.
结果给出了该类半环成为分配格的几个等价命题。
Results Some equivalent statements are obtained concerning a semiring becoming a distributive lattice.
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