术语 | complemented lattice |
释义 | complemented lattice 互补点[格]网 A lattice in which there are identity elements 0 and 1 or in which each element a has at least one complement b, i.e., a∧b=0 = and a∨b=1. It will be the case that b is a complement of a and that 0 and 1 are the complements of each other. 其中存在三个具有同一性的元素0和1或者每个元素a至少有一个互补元素b相对应的一种点网,a、b元的关系如下:a或(乘)b为0(假),a与(加)b为1(真),即b为a的补元,0和1互补。 |
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