06/28/2010, 11:34 PM
Thank you for your reply and for the thread link.
It has been obvious to me that for tetrations:
is a correct statement. But it has not been obvious to me that:
which from the thread is said to be the case because the above property (1st eq.) isn't an equality then you can not assume that
. Therefore this means that you can not define
to be the "super-root of order 'n' " and consequentially one doesn't even know what
defines (i.e. evaluates to).
ARE non-integer tetrations defined (not in interpolative methods that is)? Also without making any extra assumptions.
Btw, is there a better way to write TeX in here? I have to keep using "Insert Image" and referring to mimetex.cgi to do this.
It has been obvious to me that for tetrations:
ARE non-integer tetrations defined (not in interpolative methods that is)? Also without making any extra assumptions.
Btw, is there a better way to write TeX in here? I have to keep using "Insert Image" and referring to mimetex.cgi to do this.

