02/19/2013, 11:18 AM
I was referring to A. Robbin's paper about extending the tetration to the reals by "the article". My apologies for not being clear to everyone.
Thank you, @mike3, your reply helped me a lot. I recently read the kneser's solution to the tetration and saw a code here, in the forum, somewhere. But my problem is that the code seems to be initializing the base and prints all the information on the PARI screen. I want to simultaneously calculate sexp(b, h) for different bases but same heights which is a bit difficult for me using that code, can anyone give me a code that will initialize the height first and can give results for different bases at once?
However, I have a question regarding knesers solution to the extended tetration : is it being proved that knesner's method converges for any complex height? I searched a bit (and tried with a pen and paper too
) but haven't found anything regarding it.
Thank you, @mike3, your reply helped me a lot. I recently read the kneser's solution to the tetration and saw a code here, in the forum, somewhere. But my problem is that the code seems to be initializing the base and prints all the information on the PARI screen. I want to simultaneously calculate sexp(b, h) for different bases but same heights which is a bit difficult for me using that code, can anyone give me a code that will initialize the height first and can give results for different bases at once?
However, I have a question regarding knesers solution to the extended tetration : is it being proved that knesner's method converges for any complex height? I searched a bit (and tried with a pen and paper too
) but haven't found anything regarding it. 