11/28/2015, 01:28 PM
Natural cyclic superfunction are superfunction that naturally extend from integer iterates to real ones.
Example
F(2x) = 2 F(x) sqrt( 1 - F(x)^2 ) = g(F(x)).
F(1) = sin(1) makes the solution natural : sin(x).
Regards
Tommy1729
Example
F(2x) = 2 F(x) sqrt( 1 - F(x)^2 ) = g(F(x)).
F(1) = sin(1) makes the solution natural : sin(x).
Regards
Tommy1729
