Proposal on the Cooperative Establishment of "Research Institute of Number Theory" 1. Feasibility: I have gained much experience and little achievements in the study of number theory for decades. The basic conditions for the establishment of the Institute of Number Theory are ripe. I hereby request support for the establishment of the Institute of Number Theory. 1.1. Reference results: (1) The paper "On Goldbach Conjecture" proves Goldbach's conjecture and proves that "1+1" is slightly better than "1+2" by Chen Jingrun, a famous Chinese mathematician. The paper has been published on Longyuan Journal Network. It is also found that there is at least one doubt about the proof method of Chen Jingrun's "1+2" Goldbach conjecture. See the followup monograph Goldbach conjecture for details. It must be pointed out that the proof method of the thought of "e+_" ignores at least one of the basic properties of prime numbers and misleads the research direction of Goldbach's conjecture. Yang Zhe's method subverts the "e+_" method, breaks the longstanding stagnation of Goldbach's conjecture and number theory research, and opens up a new way of Goldbach's conjecture and number theory research. (2) Followup papers, one in July, "Wipe Net", and one in October, "China HowNet". (3) The paper "Any even number greater than 2 can be expressed as the sum of two prime numbers" has been completed and is yet to be published. (4) The paper Twin Prime Numbers Infinite, which proves the twin prime number conjecture, has been completed and is waiting for publication. The paper "Twin Primes Infinite" proves the twin prime conjecture and proves that the result of "Twin Primes Infinite" is slightly better than that of famous Chinese mathematician Zhang Yitang's "bounded distance between prime numbers". There is at least one doubt about Zhang Yitang's method of proving that the difference sequence between adjacent prime numbers is infinite sequence and that between adjacent twin prime numbers is infinite sequence. See the followup monograph "Conjecture of twin prime numbers". (5) The followup monograph Goldbach Conjecture comprehensively elaborates Goldbach Conjecture, and the paper On Goldbach Conjecture is only one part of it. (6) The followup monograph "Twin Prime Conjecture" comprehensively elaborates the twin prime conjecture. The paper "Twin Prime Infinite" is only one part of it. (7) The followup monograph "On Prime Numbers" comprehensively elaborates the basic theory of prime number, fills in many blanks for the basic theory of theory, and makes the theory of number develop. 1.2. Inprogress projects: (1) The Goldbach Conjecture Project: Within five years, the monograph Goldbach Conjecture can be completed, and the monograph Goldbach Conjecture can be used as a postgraduate teaching material. (2) Project of "Twin Prime Conjecture": Within five years, we can complete the monograph "Twin Prime Conjecture". The monograph "Twin Prime Conjecture" can be used as a postgraduate textbook. (3) Project of "On Prime Number": Publish at least 5 papers in 10 years, complete the monograph "Research on Prime Number Theory", and the monograph "On Prime Number" can be used as postgraduate teaching material. 2. The Institute recommends that: 2.1, address of the building office: (1) To set up research institutes in universities to facilitate the use of the favorable conditions of universities, Yang Zhe joined the work as a researcher. (2) Established in Hangzhou, Zhejiang Province, China, to facilitate the use of China's favorable conditions for work, Yang Zhe joined the work as a researcher. 2.2. Specific matters: (1) The Research Institute is a subordinate unit of the university, and the research results belong to the university; (2) Specific matters need to be negotiated between the two parties.
Proposer: Yang Zhe, 18 April 2019, Hangzhou, Zhejiang, China
