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TIGHTNESS OF GRAPHS: REALISATIONS WITH THE TWO-PIECE-PROPERTY

机译:图的紧迫性:两件套物业的实现

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摘要

Mappings from graphs into Euclidean space with the two-piece-property are studied. In particular, conditions are given under which a graph admits such a two-piece-property mapping, immersion or embedding. A typical condition is the 3-connectivity or 4-connectivity. The maximum codimension is closely related to the invariant κ defined by van der Hoist, Laurent and Schrijver.
机译:研究了从图到具有两性质的欧几里得空间的映射。特别地,给出了允许图形允许这种两件式映射,浸入或嵌入的条件。典型的条件是3连接或4连接。最大维数与van der Hoist,Laurent和Schrijver定义的不变κ密切相关。

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