To be more specific when using a certain tetration I propose to use
I think there are no objections to this proposal
- nslog, nsexp for the tetration gotten by the natural Abel method aka Andrew's/Walker's method (development at 0).
- dslog, dsexp for the tetration gotten by the diagonalization method (development at 0). I.e. basicly iterating \( b^x \) by using the established matrix powers with real exponents on the Carlemann/Bell-Matrix.
- rslog, rsexp for the tetration gotten by the regular iteration at the lower real fixed point, \( e^{-e}<b<e^{1/e} \)
- kslog, ksexp for Dmitrii Kouznetsov's method.
- fslog, fsexp for Jay D. Fox's method.
I think there are no objections to this proposal
