OK, so lets take a poll (all entries are short terms for the forms: superfunction of \( f \), Abel function of \( f \)):
I will vote last, to promote unbiased votes. You can vote for at most 3, but please say which one you prefer, for example: A first, G second.
- \( f \)-exponential, \( f \)-logarithm
- super-\( f \), sub-\( f \) (with recognized misuse of "sub")
- super-\( f \), Abel-\( f \) (with recognized ambiguity of "super")
- iter-\( f \), Abel-\( f \) (sorry about the Fatou joke)
- iter-\( f \), itra-\( f \) (by analogy to "inter" and "intra")
- ultra-\( f \), infra-\( f \)
- meta-\( f \), para-\( f \)
- super-\( f \), antisuper-\( f \)
- super-\( f \), arcsuper-\( f \)
I will vote last, to promote unbiased votes. You can vote for at most 3, but please say which one you prefer, for example: A first, G second.

