07/15/2020, 12:27 PM
Much to discuss.
I have not read everything yet, well maybe I have. I mean i have not looked at all links but things look very familiar.
I looked at this link :
http://www.mrob.com/pub/math/ln-2deep.html#ack
And was reminded of some of my ideas and some of my friend mick.
Ignoring zeration , exp^[n](ln^[n](a) + ln^[n](b) , and the alike mainly stuff like this :
https://math.stackexchange.com/questions...eroperator
Posted on mathstackexchange by mick where F is his and T is mine. ( I am that friend )
I had ideas of making it analytic , changing the base , growing faster or slower then tetration , more variables etc.
actually what i originally had in mind wasÂ
T(0,a,b,v,u) = a + b + v
T(n,0,c,v,u) = n + c + v = T(n,c,0,v,u)
otherwise
T(n,a,b,v,u) = T(n-1,T(n,a-1,b,v,u),T(n,a,b-1,v,u),v+u,u)
I believe this can express nice asymt to tetration for a given base or superfactorial type functions.
more research is needed.
RegardsÂ
tommy1729
I have not read everything yet, well maybe I have. I mean i have not looked at all links but things look very familiar.
I looked at this link :
http://www.mrob.com/pub/math/ln-2deep.html#ack
And was reminded of some of my ideas and some of my friend mick.
Ignoring zeration , exp^[n](ln^[n](a) + ln^[n](b) , and the alike mainly stuff like this :
https://math.stackexchange.com/questions...eroperator
Posted on mathstackexchange by mick where F is his and T is mine. ( I am that friend )
I had ideas of making it analytic , changing the base , growing faster or slower then tetration , more variables etc.
actually what i originally had in mind wasÂ
T(0,a,b,v,u) = a + b + v
T(n,0,c,v,u) = n + c + v = T(n,c,0,v,u)
otherwise
T(n,a,b,v,u) = T(n-1,T(n,a-1,b,v,u),T(n,a,b-1,v,u),v+u,u)
I believe this can express nice asymt to tetration for a given base or superfactorial type functions.
more research is needed.
RegardsÂ
tommy1729

