PSLQ for dilogarithm identities
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introduction
- Implement the PSLQ algorithm first.
- I found
\(-2L(1)+2L(\alpha)+2L(\alpha^{2})-L(\alpha^{4})=0\) or
\(2L(\alpha)+2L(\alpha^{2})-L(\alpha^{4})=\frac{\pi^2}{3}\)