Abstract: At the beginning of 1983, the author decided to study Goldbach conjecture as an amateur, started to use probability theory to study prime numbers and other problems, set up probability axioms and boundary axioms, established Xiong's sieve, defined function 1, established the special value theorem of function 1, and subdivided probability into narrow probability and generalized probability, etc.
In prime numbers, numbers, and whole points, some results were obtained and the theory was gradually established. In natural science, engineering technology, social science and other fields, disorder events exist widely, providing potential solutions; In the form of a series of books, it will be provided step by step, solving several mathematical problems including the prime number theorem, Riemann conjecture, twin prime numbers, Goldbach conjecture, Gauss's whole point, Fermat's Last Theorem, 6 famous mathematical problems, and so on.?? : 1983??,??????????????,?????????????,??????,????,?????,??1??,??1???????,????????????????,???,??,?????,??????,???????;?????,????,????????,?????????,?????????;?????????,????,????????,????,????,??????,????,?????,6??????????????.
Abstract: At the beginning of 1983, the author decided to study Goldbach conjecture as an amateur, started to use probability theory to study prime numbers and other problems, set up probability axioms and boundary axioms, established Xiong's sieve, defined function 1, established the special value theorem of function 1, and subdivided probability into narrow probability and generalized probability, etc.
In prime numbers, numbers, and whole points, some results were obtained and the theory was gradually established. In natural science, engineering technology, social science and other fields, disorder events exist widely, providing potential solutions; In the form of a series of books, it will be provided step by step, solving several mathematical problems including the prime number theorem, Riemann conjecture, twin prime numbers, Goldbach conjecture, Gauss's whole point, Fermat's Last Theorem, 6 famous mathematical problems, and so on.?? : 1983??,??????????????,?????????????,??????,????,?????,??1??,??1???????,????????????????,???,??,?????,??????,???????;?????,????,????????,?????????,?????????;?????????,????,????????,????,????,??????,????,?????,6??????????????.