l'Hôpital
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This sort of came up the other day:
Given a sequence of monotonically decreasing points, a_n, such that a_n \rightarrow 0 does there exist an analytic f on ℝ such that
<br /> f(n) = a_n<br />
?
I figured there should be some sort interpolation theory on this, but I haven't found anything yet.
Thanks!
Given a sequence of monotonically decreasing points, a_n, such that a_n \rightarrow 0 does there exist an analytic f on ℝ such that
<br /> f(n) = a_n<br />
?
I figured there should be some sort interpolation theory on this, but I haven't found anything yet.
Thanks!