TPID 4

[tommy1729]

Does your theorem imply that the secondary fixed point tet_alt(z) function is a numeric fiction? I think it can be made as rigorous as Tetration from the primary fixed point, and like the primary fixed point tet(z) solution, tet_alt(z) is analytic in the upper and lower halves of the complex plane, except for the integers -2,-3,-4.... And at every integer>-2, the 1st and 2nd derivatives are zero, tet_alt'(n)=0 and tet_alt''(n)=0, which contradicts your theorem. At non-integer point for Re(x)>-2, tet_alt'(x)>0.

Then how do you explain the violation of the chain law ?

regards

tommy1729