- #1
spaghetti3451
- 1,344
- 33
I have the recursion relation ##y_{k}=k(2j-k+1)y_{k-1}##
and I would like to solve it to obtain ##y_{k}=\frac{k!(2j)!}{(2j-k)!}##.
Can you provide some hints on how I might proceed?
P.S.: ##j## is a constant.
and I would like to solve it to obtain ##y_{k}=\frac{k!(2j)!}{(2j-k)!}##.
Can you provide some hints on how I might proceed?
P.S.: ##j## is a constant.