Edge coloring a k-tree into two smaller trees
β Scribed by Chhajed, Dilip
- Publisher
- John Wiley and Sons
- Year
- 1997
- Tongue
- English
- Weight
- 56 KB
- Volume
- 29
- Category
- Article
- ISSN
- 0028-3045
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β¦ Synopsis
The problem of the edge coloring partial k-tree into two partial p-and q-trees with p, q Γ΅ k is considered. An algorithm is provided to construct such a coloring with p / q Γ k. Usefulness of this result in a Lagrangian decomposition framework to solve certain combinatorial optimization problems is discussed.
π SIMILAR VOLUMES
If the symmetric group is generated by transpositions corresponding to the edges of a spanning tree we discuss identities they satisfy, including a set of defining relations. We further show that a minimal length factorization of a permutation fixing a terminal vertex does not involve the unique edg
We study the Ha Β¨ggkvist conjecture which states that, for each tree T with n edges, there is an edge-partition of the complete bipartite graph K n;n into n isomorphic copies of T . We use the concept of bigraceful labelings, introduced in [7], which give rise to cyclic decompositions of K n;n . Whe