「Hamiltonian」の共起表現一覧(1語右が「path.」)
該当件数 : 14件
If there is a | Hamiltonian path in the graph, then the algorithm will |
Clearly, if a certain general graph has a | Hamiltonian path, this Hamiltonian path is the longest |
tonian-connected graphs (graphs that have a | Hamiltonian path connecting every pair of vertices). |
A | Hamiltonian path on the knight's tour graph is a knight |
only Archimedean dual which does not have a | Hamiltonian path among its vertices. |
lem can be shown using a reduction from the | Hamiltonian path problem. |
Additionally, a | Hamiltonian path exists between vertices u,v iff u,v ar |
ch pair of vertices can be connected with a | Hamiltonian path (Thomassen 1980). |
The | Hamiltonian path problem is NP-complete, and hence the |
sists of one path if and only if there is a | Hamiltonian path in G. |
of an arbitrary tree so that it contains a | Hamiltonian path (the size of its Hamiltonian completio |
the graph without repetition, and this is a | Hamiltonian path by definition. |
ceable graphs, graphs that do not contain a | Hamiltonian path but such that every subset of n − 1 ve |
y are the trees whose line graphs contain a | Hamiltonian path; such a path may be obtained by the or |
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