Nobody,asked would "quantum physics not exist without probability".
Classical physics would exists without probability but some of its important parts (like thermodinamics) would be severely cripled I think.
I understood what was being asked.
The last digit of 2^{2^n} is always 6 (easy to prove that).
In binary numeral system that means that the number can be always represented as "1...111".It can be shown,that any sequence formed of digits at any fixed place in between ,can't be periodic.And...
You pro-mathematicians certainly know *all rules * of your game.And We computer scientists must obey it without objections :smile:.
Maybe,I'll be hang for telling you this but most of us consider only
polynomials over Q-field truly elementary functions :wink:
mathwonk,this is strange to me ,but if that's really definition you're right (thank you!).
composition of standard elementary functions x,e^x,and ln(x) creates xx.Indeed,I thought elementary functions were those obtainable from standard elementary functions only by means of finite number of...
No,xx is not really exponential function.
ex is exponential and transcendental function,but is classified as elementar function.
OTOH,xx is trancendental,but nonelementar one.
"Miscellanous transcendental" function ?What does that mean?
Anyway,I think it's a beautiful function with many...
Ah,yes,yes,...:smile:
To me it makes sense to start with 199 and find "minimum" prime-sequence of 10 terms with spacing 210 :
199, 409, 619, 829, 1039, 1249, 1459, 1669, 1879, 2089 .
But it took me longer time ,about 10 seconds:-p
Than apply it.
You have my permission . I think you don't need any QM in the work you are interested in.Is this good news to you ?:smile:
Are you going to analize something like the relaxation of the Hertz dipole,with breakdown of air?