Lamé Functions - 30.1 Special Notation

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30.1#Ex3 S m n ( 1 ) ( γ , 0 ) = ( - 1 ) m 𝖯 n m ( 0 ) subscript superscript 𝑆 1 𝑚 𝑛 𝛾 0 superscript 1 𝑚 Ferrers-Legendre-P-first-kind 𝑚 𝑛 0 {\displaystyle{\displaystyle S^{(1)}_{mn}(\gamma,0)=(-1)^{m}\mathsf{P}^{m}_{n}% \left(0\right)}}
S^{(1)}_{mn}(\gamma,0) = (-1)^{m}\FerrersP[m]{n}@{0}

(S[m, n])^(1)(gamma , 0) = (- 1)^(m)* LegendreP(n, m, 0)
(Subscript[S, m, n])^(1)[\[Gamma], 0] == (- 1)^(m)* LegendreP[n, m, 0]
Error Failure - Error