论文标题
与Waring-Goldbach问题有关的问题涉及数字素数
Problems related to Waring-Goldbach problem involving cubes of primes
论文作者
论文摘要
在本说明中，我们试图了解有关涉及数字数字的Waring-Goldbach问题的最新发展。尤其是，我们要确定是否可以写入素数，素数，素数或偶数立方体的整数可以写成四块素数的总和。同时，我们提出了一些问题，这些问题可能会加深我们对四块素数的总和的理解。此外，一些例子表明，几乎所有整数立方体都可以写成四个整数的立方体。
In this note, we try to understand the recent development on the Waring-Goldbach problem involving cubes of primes. Especially, we want to determine whether integers that are either primes, squares of primes, cubes of primes, or a cube of an even number can be written as the sum of four cubes of primes. Meanwhile, we raise some problems that may deepen our understanding of the problem about the sum of four cubes of primes. Moreover, some examples suggest that almost all the cubes of integers can be written as the sum of cubes of four integers.
