A very nice discussion I've been involved, but which is now too long to be copied here, is Jun,20 in Math Stack Exchange .
"how to compute the 2-periodic points of \( w=z^{z^w} \) . I apply my newly found method to the example bases \( z \) with protocols of errors and progresses in the iteration and method of finding.
This has also developed into a (re-) discussion on Yiannis' generalization of the Lambert-W function, called "HyperW" of "HW()" which he has presented in his article in 2005 (available here in tetration-forum-library Galidakis2005).
See Dominic, Yiannis Galidakis and me in discussion...
Gottfried
"how to compute the 2-periodic points of \( w=z^{z^w} \) . I apply my newly found method to the example bases \( z \) with protocols of errors and progresses in the iteration and method of finding.
This has also developed into a (re-) discussion on Yiannis' generalization of the Lambert-W function, called "HyperW" of "HW()" which he has presented in his article in 2005 (available here in tetration-forum-library Galidakis2005).
See Dominic, Yiannis Galidakis and me in discussion...
Gottfried
Gottfried Helms, Kassel

