摘要
Suppose that B is a sufficiently large positive constant, e is a sufficiently small positive constant and N is sufficiently large. It has been mainly proved that (i) if A = N7/78+ε, then the even numbers in (N, N+A), except for O (Alog-BN) values, are all Goldbach numbers; (ii) there is at least one Goldbach number in (N, N + N23/546+ε).
Suppose that B is a sufficiently large positive constant, e is a sufficiently small positive constant and N is sufficiently large. It has been mainly proved that (i) if A = N7/78+ε, then the even numbers in (N, N+A), except for O (Alog-BN) values, are all Goldbach numbers; (ii) there is at least one Goldbach number in (N, N + N23/546+ε).
基金
Project supported by the Youth Foundation of the Chinese Academy of Sciences.
