[seqfan] Re: Tayloring a Sequence
fred.lunnon at gmail.com
Fri Jan 26 03:25:07 CET 2018
Indeed it does make sense, and these techniques are major tools
in the study of sequences: to take just one example, a common method
of establishing how fast a sequence grows involves investigating the
singularities of its generating function.
This Wikipedia article is on the bald side, but has references at the end
to further introductory material:
On 1/25/18, P. Michael Hutchins <pmh232 at gmail.com> wrote:
> Pls forgive the lack of math knowledge.
> Does it make any sense to think about a Taylor Series or Fourier Transform
> for integer sequences?
> I ask because the toothpick sequence so strongly seems to me to have
> components of 2, 4, ..., 2^n.
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