1 SYMMETRY DISTRIBUTION LAW OF PRIME NUMBERS ON POSITIVE INTEGERS AND RELATED RESULTS

Abstract

This article puts forward a new theorem concerns the distribution of prime numbers: Let integer n≥4, there exist two distinct odd primes p and q such that n﹣p＝q﹣n. Proves the theorem establish applied the Congruence theory and the Fermat's method of infinite descent. With the application of the theorem, reaches several results