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The last two monographs were published seven years after the Biedenharn-Louck text; in particular the last one is now the most exhaustive and reliable collection of definitions of angular momentum functions and related algebraic and analytic formulas
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As an aside remark, recall that the isomorphism problem in graph theory is a typical NP-complete problem, actually a #P problem, even for regular graphs: this means that, given two instances of graphs, one can decide if they are isomorphic or not in polynomial time but the general solution -the enumeration of all graphs isomorphic to a given one- requires an exponential time as the complexity of the graphs grows, i.e., as the number of vertices increases (see, e.g., ref 8)
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As an aside remark, recall that the isomorphism problem in graph theory is a typical NP-complete problem, actually a #P problem, even for regular graphs: this means that, given two instances of graphs, one can decide if they are isomorphic or not in polynomial time but the general solution -the enumeration of all graphs isomorphic to a given one- requires an exponential time as the complexity of the graphs grows, i.e., as the number of vertices increases (see, e.g., ref 8).
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3,3 has the same nonorientable and orientable genus is exceptional: most graphs have different values for g and c
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