Local Maxima of Number of Goldbach Decompositions
Let $G: \mathbb E \to \N$ be the mapping defined as:
- $\forall n \in \mathbb E: \map G n =$ the number of Goldbach decompositions of $n$.
This theorem is reported by David Wells, in his $1997$ Curious and Interesting Numbers, 2nd ed. to have been demonstrated by R.M. Sternheimer, in Volume $24$ of Journal of Recreational Mathematics, page $30$, but corroborative evidence is not easily come by.