论文标题
Hausdorff Continua的海岸和非块点
Shore and Non-Block Points in Hausdorff Continua
论文作者
论文摘要
我们研究非金属连续性的海岸和非块点。我们减少了表现出连续体的问题，即具有非块点，即表现出不可分解的连续体以具有非阻滞点。作为推论，我们证明可分离的连续图至少有两个非块点 - 此外，它们的非块点不可约束。
We study the shore and non-block points of non-metric continua. We reduce the problem of showing a continuum to have non-block points to that of showing an indecomposable continuum to have non-block points. As a corollary we prove that separable continua have at least two non-block points -- and moreover are irreducible about their set of non-block points.
