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Independent Spanning Trees on Multidimensional Torus Networks
2010
IEEE transactions on computers
Two spanning trees rooted at vertex r in a graph G are called independent spanning trees (ISTs) if for each vertex v in G; v 6 ¼ r, the paths from vertex v to vertex r in these two trees are internally distinct. If the connectivity of G is k, the IST problem is to construct k ISTs rooted at each vertex. The IST problem has found applications in fault-tolerant broadcasting, but it is still open for general graphs with connectivity greater than four. In this paper, we shall propose a very simple
doi:10.1109/tc.2009.98
fatcat:yeupk75ggza6zauvbbfx5iqkzm