look what i found?

links:
http://www.ebtx.com/ntx/ntx33a1.htm
http://answers.yahoo.com/question/index?qid=1005120802746

there is some relation betn e and pi those eqn tell me not to bother (i've got another examination coming up) so i'm off.

That is an interesting hypothesis recca. The variable existence of Plank parameters over long periods of time is the basis on which the "Big Rip" theory is born.

 

hey mike

to differentiate f(x) = x^(1/x) recast it as exp[ ln[ x^(1/x) ] ] = exp[ (1/x) ln x]. you then obtain Df(x) = f(x) (1/x^2) (1 - ln x), which is zero iff ln x = 1 iff x=e.

peace
stm

ps: e^(1/e) is transcendental while sqrt(2) is algebraic: not the same number