Booga-

Booga- is a prefix used on a number n to indicate \(n\uparrow^{n-2}n\) or equivalently \(n\uparrow^{n-1}2\).The Fz, The Fuga & The Megafuga It may also be defined as "n n-ated to n" or equivalently "n n+1-ated to 2". The term was coined by Sbiis Saibian. It is equivalent to the sequence of Chihiro numbers, and is closely related to the Ackermann function and the Ackermann numbers. In Notation Array Notation, it can be expressed as \((n\{2,n-2\}n)\) or \((n\{2,n-1\}2)\). 
Here are some examples:
*booga(1) = 1 + 1 = 2
*booga(2) = 2 × 2 = 4
*booga(3) = = 27
*booga(4) is equal to or or 4↑↑4, the famous megafuga(4).
*booga(5) = 5↑↑↑5 = 
*...
*booga(googolplex) is called boogagoogolplex.
== Pseudocode ==
 function hyper(a, b, n):
 if n = 1:
 return a + b
 result := b
 repeat b - 1 times:
 result := hyper(a, result, n - 1)
 return result
 
 function booga(n):
 return hyper(n, n, n)
== Sources ==
== See also ==
*fz-
*fuga-
*megafuga-
*hyper operator
Category:Fuga- family
Category:Prefixes
Category:Functions by Sbiis Saibian
Category:Functions