%0 Journal Article %T The Goldbach Conjecture Is True %A Jie Hou %J Open Journal of Discrete Mathematics %P 29-41 %@ 2161-7643 %D 2024 %I Scientific Research Publishing %R 10.4236/ojdm.2024.143004 %X Let

2 m > 2

m \in ℤ

, be the given even number of the Strong Goldbach Conjecture Problem. Then, m can be called the median of the problem. So, all Goldbach partitions

(p, q)

exist a relationship,

p = m - d

and

q = m + d

, where

p \leq q

and d is the distance from m to either p or q. Now we denote the finite feasible solutions of the problem as

S (2 m) = {(2, 2 m - 2), (3, 2 m - 3), \cdot \cdot \cdot, (m, m)}

. If we utilize the Eratosthenes sieve principle to efface those false objects from set

S (2 m)

p_{i}

stages, where

p_{i} \in P

p_{%K Median
%K The Feasible Goldbach Partitions
%K The Optimal Goldbach Partitions
%K Congruences
%K Effacement
%U http://www.scirp.org/journal/PaperInformation.aspx?PaperID=136153}