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Reconstructible graphs, simplicial flag complexes of homology manifolds and associated right-angled Coxeter groups
In this paper, we investigate a relation between finite graphs, simplicial
flag complexes and right-angled Coxeter groups, and we provide a class of
reconstructible finite graphs. We show that if is a finite graph which
is the 1-skeleton of some simplicial flag complex which is a homology
manifold of dimension , then the graph is reconstructible.Comment: 7 page
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