The auxiliary relation on complete lattice has important effect on the research to continuous lattice.
完备格上的附加关系在连续格的研究中起着非常重要的作用。
Physicists often work with finite "lattice" models—generalizations of two-dimensional checkerboards—as approximations to continuous reality.
物理学家的研究经常要使用有限格模型——二维棋盘的扩展——作为对连续实在的逼近。
In this paper, firstly, the concept of continuous join-irreducible elements is given. Then in complete lattice the properties of join-irreducible elements are shown.
首先给出一个连续并既约元的概念，然后在完备格上对并既约元的性质进行了探讨。
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