Apr 2, 2014 · Only finite simple graphs are considered here and standard terminology and notation from [1] is used unless otherwise indicated.
... Tree Packing Conjecture" made by Gyȧrfȧs and Lehel, Wang Hong conjectured that for each k-partite tree, there is a packing of two copies of T(X) into a complete ...
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This work gives a complete characterization of all 4-placeable trees in a graph G of order n if there exist k edge-disjoint copies of G in the complete ...
Dec 13, 2021 · For each tree T of order n and each integer k ⩾ 2, there is a k-packing of T in a complete bipartite graph B n+k−1 whose order is n + k − 1.
A packing of p graphs into is a p-tuple such that, for , is an embedding of into H and the p sets are mutually disjoint.
Packing four copies of a tree into a complete bipartite graph. Liqun Pu; Yuan Tang; Xiaoli Gao · Czechoslovak Mathematical Journal (2022).
Wang (2009) gives a conjecture: For each tree T of order n and each integer k ⩾ 2, there is a k -packing of T in a complete bipartite graph B n+k −1 whose ...
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Dec 13, 2021 · Abstract. In considering packing three copies of a tree into a complete bipartite graph,. H. Wang (2009) gives a conjecture: For each tree T ...
Summary: In considering packing three copies of a tree into a complete bipartite graph, H. Wang (2009) gives a conjecture: For each tree $T$ of order $n$ ...
Jan 31, 2021 · A graph with order is said to be -placeable if there are edge disjoint copies of in the complete graph on vertices.