On Independent Spanning Trees - University of Maryland On Independent Spanning Trees. Samir Ahuller *. Institute for Advanced Computer Studies. University of Maryland. College Park, MD 20742. Baruch Schieber.
On independent spanning trees - ScienceDirect We prove that if any k-vertex connected graph has k vertex independent spanning trees, then any k-edge connected graph has k edge independent spanning ...
Optimal Independent Spanning Trees on Hypercubes of spanning trees of G is said to be independent if they are pairwise independent. A set of independent spanning trees is optimal if the average path length of the ...
Completely Independent Spanning Trees on Complete Graphs ... Let T 1, T 2,…, T k be spanning trees in a graph G. If for any two vertices x, y of G, the paths from x to y in T 1, T 2,…, T k are vertex-disjoint except end vertices x ...
Completely independent spanning trees in torus networks ... Completely independent spanning trees in torus networks. Toru Hasunuma* and; Chie Morisaka. Article first published online: 16 SEP 2011. DOI: 10.1002/net.
ON CONSTRUCTING THREE EDGE INDEPENDENT SPANNING ... k = 3, we develop a method to compute three edge independent spanning trees in three edge connected graphs with a running time complexity of O(V 2). 1.
[1409.6002] Completely Independent Spanning Trees in Some ... 21 Sep 2014 ... Abstract: Let $k\ge 2$ be an integer and $T_1,\ldots, T_k$ be spanning trees of a graph $G$. If for any pair of vertices $(u,v)$ of $V(G)$, the ...
Independent Spanning Trees on Multidimensional ... - IEEE Xplore Abstract—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 6¼ r, the paths from vertex ...
Two counterexamples on completely independent spanning trees EGRES Quick-Proof No. 2011-01. 1. Two counterexamples on completely independent spanning trees. Ferenc Péterfalvi⋆. Abstract. For each k ≥ 2, we ...
Independent Spanning Trees with Small Stretch Factors CiteSeerX - Document Details (Isaac Councill, Lee Giles, Pradeep Teregowda): A pair of spanning trees rooted at a vertex r are independent if for every vertex v ...
