User blog:TristanLambert/The Extension Function

This function is called the “extension function”. Within uncomputable numbers, users extend the theory to utterly explode the uncomputable number I.e Rayos FOST function extended to FOOT function to make BIG FOOT. All of these numbers use no more than one extension on the previous largest uncomputable number to make the new number much larger. But what about if more extensions were used on a particular uncomputable number?

Ext(0) = Rayos number or any other number that hasn’t been extended to make the number utterly larger Ext(1) = BIG FOOT,Little Biggedon/Sasquatch and even utter oblivion as they had all one extension to make the number utterly larger. Ext(2) = The largest finite number with 2 extensions. Ext(3)

Ext(Ext(2) = Ext(2) extensions [Ext,Ext(2)] = Ext(Ext(Ext...(Ext(Ext(Ext = Ext(2) (Ext’s [Ext,[Ext(100)] = [Ext,Ext,Ext...Ext,Ext,Ext = Ext(100) Ext,’s

Ext,Ext,Ext[Ext(100)] = [Ext,[Ext(100) Ext,’s

Continue to iterate this for [Ext(N)] times.

And that is the extension function, which may become a possible function one day!