How do I solve:
$k(k+1)a_{k}=2(\lambda k-1)a_{k-1}+(a-\lambda^2)a_{k-2}$
where $\lambda$ and $a$ are constants, and similar other recurrence relations?
How do I solve:
$k(k+1)a_{k}=2(\lambda k-1)a_{k-1}+(a-\lambda^2)a_{k-2}$
where $\lambda$ and $a$ are constants, and similar other recurrence relations?
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