Given a sequence ⟨an⟩⟨an⟩langle a_n rangle, is there an algorithm to determine whether the series ∑∞n=1anxn∑n=1∞anxnsum_{n = 1}^infty a_nx^n defines a periodic function?
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Given a sequence ⟨an⟩⟨an⟩langle a_n rangle, is there an algorithm to determine whether the series ∑∞n=1anxn∑n=1∞anxnsum_{n = 1}^infty a_nx^n defines a periodic function?
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