论文标题
在Waring的问题上，三块较小的权力的总和
On Waring's problem in sums of three cubes for smaller powers
论文作者
论文摘要
我们将最低$ s $的上限与该物业一起给出了每个足够大整数的财产，可以表示为$ s $ s $ a $ k $ th $ k $ - 整数的幂的总和，表示为$ 2 \ leq k \ leq 4的三个正立方体的总和。
We give an upper bound for the minimum $s$ with the property that every sufficiently large integer can be represented as the sum of $s$ positive $k$-th powers of integers represented as the sum of three positive cubes for the cases $2\leq k\leq 4.$
