DLMF:34.7.E1 (Q9767)

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DLMF:34.7.E1
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    9 j j 11 j 12 j 13 j 21 j 22 j 13 j 31 j 31 0 = ( - 1 ) j 12 + j 21 + j 13 + j 31 ( ( 2 j 13 + 1 ) ( 2 j 31 + 1 ) ) 1 2 6 j j 11 j 12 j 13 j 22 j 21 j 31 . ninej subscript 𝑗 11 subscript 𝑗 12 subscript 𝑗 13 subscript 𝑗 21 subscript 𝑗 22 subscript 𝑗 13 subscript 𝑗 31 subscript 𝑗 31 0 superscript 1 subscript 𝑗 12 subscript 𝑗 21 subscript 𝑗 13 subscript 𝑗 31 superscript 2 subscript 𝑗 13 1 2 subscript 𝑗 31 1 1 2 sixj subscript 𝑗 11 subscript 𝑗 12 subscript 𝑗 13 subscript 𝑗 22 subscript 𝑗 21 subscript 𝑗 31 {\displaystyle{\displaystyle\mathit{9j}{j_{11}}{j_{12}}{j_{13}}{j_{21}}{j_{22}% }{j_{13}}{j_{31}}{j_{31}}{0}=\frac{(-1)^{j_{12}+j_{21}+j_{13}+j_{31}}}{((2j_{1% 3}+1)(2j_{31}+1))^{\frac{1}{2}}}\mathit{6j}{j_{11}}{j_{12}}{j_{13}}{j_{22}}{j_% {21}}{j_{31}}.}}
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    DLMF:34.7.E1
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