State Dirac’s and Ore’s Theorem
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Dirac's Theory states that:
In its free form,or including electromagnetic interactions,it describes all spin-12 massive particles such as electrons and quarks for which parity is the symmetry.
Ore' Theory states that:
it gives a sufficient condition for a graph to be Hamiltonian,essentially starting that a graph with"sufficiently many edges"must contain a Hamilton cycle .Specifically the theorem considers the sum of the degrees of pairs of non-adjacent vertices: if every such pair has a sum that at least equals the total number of vertices in the graph ,then the graph i Hamiltonian.
In its free form,or including electromagnetic interactions,it describes all spin-12 massive particles such as electrons and quarks for which parity is the symmetry.
Ore' Theory states that:
it gives a sufficient condition for a graph to be Hamiltonian,essentially starting that a graph with"sufficiently many edges"must contain a Hamilton cycle .Specifically the theorem considers the sum of the degrees of pairs of non-adjacent vertices: if every such pair has a sum that at least equals the total number of vertices in the graph ,then the graph i Hamiltonian.
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