On Thu, Oct 29, 2020 at 11:27 PM Blue diamond <1234blue12345...@gmail.com>
wrote:
> An(t) are defined by the following recurrence: A0(t) = 1 An(t) = t(1 −
> t)A 0 n−1 (t) + An−1(t)(1 + (n − 1))t for n ≥ 1
>
> How would I write this using n eulRec which takes in a number n and uses
> ordinary re
An(t) are defined by the following recurrence: A0(t) = 1 An(t) = t(1 −
t)A 0 n−1 (t) + An−1(t)(1 + (n − 1))t for n ≥ 1
How would I write this using n eulRec which takes in a number n and uses
ordinary recursion and outputs the nth Eulerian polynomial An(t). Provide
the output for eulRec(4)?
