12/02/2015, 12:28 AM
Too avoid confusion
R and x real and
R >= 0
X >= 0
A = analytic continuation with respect to x.
L = limit with respect to n going to oo.
Then 2sinh method for base e :
A L A ln^[n]( 2sinh^[R](exp^[n](x)) )
---
Sheldon Ideas are USUALLY focused on variations and making R complex or analytic continuation for R ( or claiming it cant exist ).
I think that is fair to say.
Hope this sketchy summary does not Harm the subject or insult anyone.
But the goal is to clarity.
Regards
Tommy1729
R and x real and
R >= 0
X >= 0
A = analytic continuation with respect to x.
L = limit with respect to n going to oo.
Then 2sinh method for base e :
A L A ln^[n]( 2sinh^[R](exp^[n](x)) )
---
Sheldon Ideas are USUALLY focused on variations and making R complex or analytic continuation for R ( or claiming it cant exist ).
I think that is fair to say.
Hope this sketchy summary does not Harm the subject or insult anyone.
But the goal is to clarity.
Regards
Tommy1729