07/20/2010, 09:11 PM
the abel function is the functional inverse of the superfunction , thus
abel function of b*x = funct inverse of b^x = log_b(x).
i guess what you did is trying to solve an abel equation with some unmentioned method ... thus what is unproven ?
i noticed you added "intuitive" abel function.
i dont know what you used to compute that ... a fixpoint ? matrix ?
log_b(x) is not analytic at x = 0 ... but 0 is the fixpoint of bx ...
maybe you first computed a superfunction and later inverted it ?
plz clarify.
regards
tommy1729
abel function of b*x = funct inverse of b^x = log_b(x).
i guess what you did is trying to solve an abel equation with some unmentioned method ... thus what is unproven ?
i noticed you added "intuitive" abel function.
i dont know what you used to compute that ... a fixpoint ? matrix ?
log_b(x) is not analytic at x = 0 ... but 0 is the fixpoint of bx ...
maybe you first computed a superfunction and later inverted it ?
plz clarify.
regards
tommy1729
