Hi,

Let g(n) denote the lower integer value (Liv) of (n^2)/4 for n>=4.Prove the following recursion:

g(n)=Liv[n*g(n-1)/(n-2)]

Thank's in advance

I tried proving by induction with no much success.

I will be happy to get help.

https://en.wikipedia.org/wiki/Floor_...ling_functions

the floor here