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Hamilton cycles for bipartite graphs

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#discrete-mathematics #graph-theory #hamiltonian-path #eulerian-path
124
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Correctly quoting a Hamilton Circuit

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#discrete-mathematics #graph-theory #terminology #hamiltonian-path
429
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Two questions about eulerian and hamiltonian graphs.

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#combinatorics #graph-theory #combinatorial-geometry #hamiltonian-path #eulerian-path
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The number of Hamiltonian cycles in the complete bipartite graph

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#graph-theory #hamiltonian-path
2k
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Eulerian and Hamiltonian graphs with given number of vertices and edges

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#discrete-mathematics #graph-theory #hamiltonian-path #eulerian-path
528
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Prove that $G$ with 21 vertices with at least 200 edges is Hamiltonian

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#discrete-mathematics #graph-theory #hamiltonian-path
44
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Total Number of distinguishable paths

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#probability #statistics #hamiltonian-path
1.1k
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A connected simple graph $G$ has $14$ vertices and $88$ edges. Prove $G$ is Hamiltonian, but not Eulerian.

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#combinatorics #discrete-mathematics #graph-theory #hamiltonian-path #eulerian-path
52
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If $G$ is $2r$-regular ($r \geq1$), $|V(G)|=4r+1$ and there is a simple cycle of length $4r$ then $G$ is Hamiltonian

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#graph-theory #hamiltonian-path
486
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Smaller Cycle Inside Hamiltonian Graph

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#graph-theory #hamiltonian-path
129
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Do All Hamiltonian Paths in a Graph with Several Disjoint Ham-Paths Have the Same Number of Edges?

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#graph-theory #hamiltonian-path
308
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Hamiltonian path on a chessboard with prescribed endpoints

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#graph-theory #recreational-mathematics #hamiltonian-path
2.7k
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Does this graph have Hamiltonian path and/or Eulerian paths?

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#graph-theory #hamiltonian-path #eulerian-path
70
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Show that $G=(V,E)$ with $|V| \geq 4$ and the property that for any three vertices, at least two edges are in $E$ is Hamiltonian

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#combinatorics #graph-theory #hamiltonian-path
1k
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Graph theory, graph coloring, hamilton

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#graph-theory #coloring #hamiltonian-path #eulerian-path

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