# Tag Info

### Conjecture about the equality : $f(y)=y\ln(y)+\sum_{n=2}^{\infty}\pm\frac{\left(y\ln y\right)^n}{2^{a_n}}$
Such as a $y$ might exist but its VERY specific to that choice of $y$ if we try to analyze the function generally we won't find any such magic set of coefficients. So we start with \$f(x) = \frac{\left(...