05/25/2008, 05:31 PM
bo198214 Wrote:Some basic thoughts
If we want to summarize our operation sequence [n] we can perhaps write:
\( b[n]x=f_{n,b}(x) \), where
\( f_{1,b}(x) = b+x \)
\( f_{n+1,b} = t\to f_{n,b}^{\circ t}(1) \), \( n\ge 1 \)
I was thinking of a function like:
\( b[t]z=F(b,t,z) \) so that for every combination of 3 at least complex variables we get one as a result. The type of number that will be the result is not obvious - there has been a discussion that new number types may appear.
