论文标题
erdős-ko--rado和希尔顿 - 米勒纳定理两种形式
Erdős--Ko--Rado and Hilton--Milner theorems for two-forms
论文作者
论文摘要
在此简短说明中，我们表明，著名的Erdős的概括 - ko-rado定理和希尔顿 - 米勒纳 - 米勒定理都在最简单的两种非平凡案例中设置了外部代数的设置，这是源于对线条家族的可能安排的民俗难题。
In this short note we show that both generalizations of celebrated Erdős--Ko--Rado theorem and Hilton--Milner theorem to the setting of exterior algebra in the simplest non-trivial case of two-forms follow from the folklore puzzle about possible arrangements of an intersecting family of lines.
