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Euler and Hamilton graphs

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#discrete-mathematics #graph-theory #hamiltonian-path
1.1k
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3-connected planar bipartite graph without a Hamiltonian path

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#graph-theory #planar-graphs #bipartite-graphs #hamiltonian-path
2.6k
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Is any tree a Hamiltonian Graph

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#trees #hamiltonian-path
93
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A contradictory relation between probability and number of paths

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#probability #combinatorics #probability-theory #integer-lattices #hamiltonian-path
239
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Extraneous edges in hamiltonian graphs

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#combinatorics #graph-theory #hamiltonian-path
77
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Give me an example of a graph that has a Hamilton path that cannot be found with a greedy heuristic.

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#graph-theory #computer-science #hamiltonian-path
477
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Doubt on the definition of closure of a graph.

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#graph-theory #hamiltonian-path #hamiltonicity
32
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Is there a Hamiltonian path? (i.e. can the general associative law be solved with Graph Theory?)

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#graph-theory #arithmetic #hamiltonian-path #associativity
906
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if G does not have vertices of odd degree, then there are disjoints cycles by edges

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#graph-theory #hamiltonian-path
559
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The number of Hamiltonian paths in a tournament is always odd?

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#discrete-mathematics #graph-theory #hamiltonian-path
635
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Where is the proof of Tutte's graph having no Hamiltonian cycles?

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#proof-verification #graph-theory #hamiltonian-path
1k
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$G$ has a Hamiltonian path iff $G+v$ has a Hamiltonian cycle

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#graph-theory #hamiltonian-path
469
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Prove a lower limit of $|E(G)|$ where for any $u,v\in G$, there exists a Hamilton path

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#graph-theory #hamiltonian-path
272
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Need prove a Graphs with n >= 5 with a Euler path and without Hamilton Path and Hamilton Cycle exist.

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#graph-theory #hamiltonian-path #path-connected #eulerian-path
1.1k
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Number of Hamiltonian cycles in complete graph Kn with constraints

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#discrete-mathematics #graph-theory #hamiltonian-path

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