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STO: add final simplification
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certik committed Mar 30, 2012
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Expand Up @@ -1236,6 +1236,15 @@ Putting everything together we get:
\left. +
{(n_j+n_l-k-1)!\over (\zeta_j+\zeta_l)^{n_j+n_l-k}}
H^k_{jilk}
\right) =
= N_{n_i \zeta_i}N_{n_j \zeta_j}N_{n_k \zeta_k}N_{n_l \zeta_l}
\left(
{(n_i+n_k-k-1)!\over (\zeta_i+\zeta_k)^{n_i+n_k-k}}
H^k_{ijkl}
+
{(n_j+n_l-k-1)!\over (\zeta_j+\zeta_l)^{n_j+n_l-k}}
H^k_{jilk}
\right)
where:
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