I'm just wondering if there's any existing conjectures or results such that if they're proven to be true, Goldbach's conjecture would also be proven to be true.
Additional Information:
I've looked at the other post about equivalents of the strong Goldbach's conjecture here:
What are some equivalent statements of (strong) Goldbach Conjecture?
But what I mean here is a conjecture not equivalent to Goldbach's, that if proved would imply Goldbach's conjecture is true.