Some "Theorem" on the generalized superfunction
#31
Complement: Another example of multivalued iteration
We consider now the second iterative root of the function \( f(z)=z+\frac{1}{z} \)
And we can observe that the symmetry law \( fg=f\to{f^tg=f} \) applies to all of \( f(z),f^{1/2}(z),\frac{1}{f(z)},\frac{1}{f^{1/2}(z)} \)
Some of these statements that involving set theory are still hypothetical, remaining to be proved
(especially the A(z) part)


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RE: Some "Theorem" on the generalized superfunction - by Leo.W - 08/01/2021, 11:23 AM

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