Ethereal sieve and other methods for the Goldbach conjecture - Song, Fu-Gao
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There are at least four methods with which to prove the Goldbach conjecture, which contain the ethereal sieve method , the comparative sieve method , the sifting function partition by integer sorts and the sifting function partition by intervals ; these are all based on existing results about the research of Goldbach problem. By means of these methods, the number of primes which are propitious to the Goldbach problem can be calculated from existing results, an accurate first order approximation of Goldbach conjecture can therefore be obtained, and the problem of twin primes can also be solved.

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Produktbeschreibung
There are at least four methods with which to prove the Goldbach conjecture, which contain the ethereal sieve method , the comparative sieve method , the sifting function partition by integer sorts and the sifting function partition by intervals ; these are all based on existing results about the research of Goldbach problem. By means of these methods, the number of primes which are propitious to the Goldbach problem can be calculated from existing results, an accurate first order approximation of Goldbach conjecture can therefore be obtained, and the problem of twin primes can also be solved.
Autorenporträt
Prof. Fu-Gao Song was born at Wuhua, Guangdong, China; graduated at Wuhan University of China on autumn, 1961. He had secularly researched number theory, astrophysics and particle physics. The main works contain Nonlinear Evolution Dynamics for the Earth-Moon System , A theorem on an event with probability 0 or 1 and others