- #1
ledamage
- 36
- 0
Hi there!
I wonder if there's an explicit solution to a recursion relation of the form
[tex]\alpha_{n+2} = A \alpha_{n+1} + B \alpha_n + C^n [/tex] .
The solution of this recursion relation without [itex]C^n[/itex] can easily be computed. I haven't found anything on the net.
Thanks!
I wonder if there's an explicit solution to a recursion relation of the form
[tex]\alpha_{n+2} = A \alpha_{n+1} + B \alpha_n + C^n [/tex] .
The solution of this recursion relation without [itex]C^n[/itex] can easily be computed. I haven't found anything on the net.
Thanks!