On the Foundamental Theorem in Arithmetic Progession of Primes
by
Chun-xuan Jiang
,
P. R. China
BibTeX
@MISC{Jiang_onthe,
author = {Chun-xuan Jiang and P. R. China},
title = {On the Foundamental Theorem in Arithmetic Progession of Primes},
year = {}
}
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Abstract
Using Jiang function we prove the foundamental theorem in arithmetic progression of primes [1-3]. The primes contain only k < Pg + 1 long arithmetic progressions, but the primes have no k> Pg + 1 long arithmetic progressions.Terence Tao is recipient of 2006 Fields medal.Green and Tao proved that the primes contain arbitrarily long arithmetic progressions which is absolutely false[4-9].They do not understand the arithmetic progression of primes [4-15]. 1 Theorem. The fundamental theorem in arithmetic progression of primes. We define the arithmetic progression of primes [1-3]. P i+ 1
