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hypohamiltonian

Taxonomy vs Hypohamiltonian - What's the difference?

taxonomy | hypohamiltonian |


As a noun taxonomy

is the science or the technique used to make a classification.

As an adjective hypohamiltonian is

of a graph, not containing a Hamiltonian cycle but such that the removal of any single vertex produces a Hamiltonian graph.

Vertex vs Hypohamiltonian - What's the difference?

vertex | hypohamiltonian |


In graph theory|lang=en terms the difference between vertex and hypohamiltonian

is that vertex is (graph theory) one of the elements of a graph joined or not by edges to other vertices while hypohamiltonian is (graph theory) of a graph, not containing a hamiltonian cycle but such that the removal of any single vertex produces a hamiltonian graph.

As a noun vertex

is the highest point of something.

As an adjective hypohamiltonian is

(graph theory) of a graph, not containing a hamiltonian cycle but such that the removal of any single vertex produces a hamiltonian graph.

Hypohamiltonian vs Hypotraceable - What's the difference?

hypohamiltonian | hypotraceable |


In graph theory|lang=en terms the difference between hypohamiltonian and hypotraceable

is that hypohamiltonian is (graph theory) of a graph, not containing a hamiltonian cycle but such that the removal of any single vertex produces a hamiltonian graph while hypotraceable is (graph theory) hypohamiltonian.

As adjectives the difference between hypohamiltonian and hypotraceable

is that hypohamiltonian is (graph theory) of a graph, not containing a hamiltonian cycle but such that the removal of any single vertex produces a hamiltonian graph while hypotraceable is (graph theory) hypohamiltonian.