A positive state sum for type D webs yields a framed unoriented link invariant that equals the so(2N) Reshetikhin-Turaev invariant after changing q to -q.
A new way to evaluate MOY graphs
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abstract
We define a new way to evaluate MOY graphs. We prove that this new evaluation coincides with the classical evaluation by checking some skein relations. As a consequence, we prove a formula which relates the $\mathfrak{sl}_N$ and $\mathfrak{sl}_{N-1}$-evaluations of MOY graphs.
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MOY calculus in type D
A positive state sum for type D webs yields a framed unoriented link invariant that equals the so(2N) Reshetikhin-Turaev invariant after changing q to -q.