High Quality Content by WIKIPEDIA articles!In mathematics, the
super-root is one of the two inverse functions of tetration. Just as
exponentiation has two inverse functions: roots and logarithms, likewise
tetration has two inverse functions: super-roots and
[...] normal square roots, the super square root of x
may not have a single solution; however, unlike normal square roots
determinating the number of super square roots a number has may be
difficult. In general, if e ¿ 1 / e < x < 1, then x has two
positive super square roots between 0 and 1; and if x > 1, then x has
one positive super square root greater than 1. If x is positive and less
than e ¿ 1 / e it doesn't have any real super square roots at all but
may have imaginary and complex ones as 0.207879576... has its as both i
and ¿i.