How to find the hypergeometric function
$$ {_2}F_1(1,1-k;k+r+2;-1) $$, with $k, r\in \mathbb{Z_\geq 1},$
in terms of the finite sum of Pochhammer polynomials ?
How to find the hypergeometric function
$$ {_2}F_1(1,1-k;k+r+2;-1) $$, with $k, r\in \mathbb{Z_\geq 1},$
in terms of the finite sum of Pochhammer polynomials ?
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