The Wigner 3n-j Graphs up to 12 Vertices

Mathar, Richard J.

doi:10.48550/arxiv.1109.2358

2011

DOI: 10.48550/arxiv.1109.2358

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The Wigner 3n-j Graphs up to 12 Vertices

Richard J. Mathar¹

Abstract: The 3-regular graphs representing sums over products of Wigner 3 − jm symbols are drawn on up to 12 vertices (complete to 18j-symbols), and the irreducible graphs on up to 14 vertices (complete to 21j-symbols). The Lederer-Coxeter-Frucht notations of the Hamiltonian cycles in these graphs are tabulated to support search operations.

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The Wigner 3n-j Graphs up to 12 Vertices

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References 28 publications

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