论文标题
将Zorn的引理扩展到任意二进制关系
Extension of Zorn's lemma to arbitrary binary relations
论文作者
论文摘要
在本说明中，ZORN引理扩展到任意二进制关系，因此，当传递性破裂时，ZORN引理可以进行优化。 Zorn的扩展引理可用于证明没有最大元素的二进制关系的广义解决方案概念的存在定理。
In this note, the Zorn lemma is extended to arbitrary binary relations and thus the Zorn lemma can do for optimization when the transitivity is broken. Zorn's extended lemma can be used to prove existence theorems of generalized solution concepts for binary relations that do not have maximal elements.
