We sought power series expansions of (1) about the ordinary pointx=0and, for the case where λ =n(n+1), we obtained a bounded solution [namely, the Legendre polynomialPn(x)]andanunbounded solution. Instead, seek a Frobenius-type solution about the regular singular pointsx=1andx= −1, for the case where
n = 2 (λ =6)
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