User blog:Primussupremus/More ideas for my notation.

Here is an idea that I have for the next stage in my notation: Seeing as (a,b,c#[x]|{Y}) has an proximate growth rate of f_omega+4(n) this next stage of the notation will allow us to increase the notation to encompass any f_w+k. (a,b,c#[x]|{y}|{1}[n]) the (a,b,c#[x]|{y}) part of the notation is very familiar but the 1 part isn't. The 1 represents that you are increasing the notation to f_w+5(n) where n is the index to the notation. If you put a two into the index you get f_w+6(n) and 3 will increase it to f_w+7(n) a 4 f_w+8(n) and so on. As you increase the numerical index to a higher number you get a faster growing notation. The generalized stage after is to input a k where k is an arbitrary large number. So (a,b,c#[x]|{y}|{k}[n])= f_w+k(n) for any k where k is a non negative integer ≥1.