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首页> 外文期刊>Acta Applicandae Mathematicae: An International Journal on Applying Mathematics and Mathematical Applications >Reconstructibility of Graphs with a Large Branch: Permutation Group Theory and Graph Reconstruction
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Reconstructibility of Graphs with a Large Branch: Permutation Group Theory and Graph Reconstruction

机译:大分支图的可重构性:置换群论与图重构

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摘要

Let G be a connected graph having a pendant vertex v such that G - v has pendant vertices in at least two of its branches. Using techniques from permutation group theory, we prove that such a graph G is vertex reconstructible provided it has a branch of large order.
机译:令G为具有垂线顶点v的连通图,以使G-v在其至少两个分支中具有垂线顶点。使用置换群论的技术,我们证明了这种图G在顶点具有大阶分支时是可重构的。

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