摘要
This paper introduces how to use geometric figures to represent integers, and successfully proves Goldbach’s conjecture by using the mapping relationship between the internal angles of circles and sectors and the number of integers. It is also explained and proved that <em>w</em>(<em>n</em>) is the function that calculates the lower limit of the number of prime pairs. A very effective new method is found to solve this kind of integer problems.
This paper introduces how to use geometric figures to represent integers, and successfully proves Goldbach’s conjecture by using the mapping relationship between the internal angles of circles and sectors and the number of integers. It is also explained and proved that <em>w</em>(<em>n</em>) is the function that calculates the lower limit of the number of prime pairs. A very effective new method is found to solve this kind of integer problems.
