In article <a78b6e05-ad1a-4390-a43e-aae4173cef7c@ah9g2000pbd.googlegroups.com>, "Ross A. Finlayson" <ross.finlayson@gmail.com> wrote:
> EF(n) = n/d, d->oo, n->d. > > Properties include: > EF(0) = 0 > EF(d) = 1 > EF(n) < EF(n+1) > The domain of the function is of those natural integers 0 <= n <= d. > > It's very simple this. Then, not a real function, it's standardly > modeled by real functions: > EF(n,d) = n/d, d E N, n->d > with each having those same properties.
Thus it is necessarily ambiguous and totally useless. --
