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Q: $f(f(z)) = z , f(\exp(z)) = \exp(f(z)) $?

mickWhile talking about tetration with my friend the following idea (re)occured. Equation A $$f(f(z)) = z , f(\exp(z)) = \exp(f(z)) $$ or variations of it like the weaker Equation B $$f(f(f(f(z)))) = z , f(\exp(\exp(z))) = \exp(\exp(f(z))) $$ Now clearly if f satisfies equation A it also satisfies eq...

i am unsure about the invariant tag ...

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