论文标题
多项式沿多维的平均沿多维子集的振荡和跳跃不等式
Oscillation and jump inequalities for the polynomial ergodic averages along multi-dimensional subsets of primes
论文作者
论文摘要
我们证明了基于素数的多维子集建模的多项式沿阵贡平均值的均匀振荡和跳跃不等式。这些不等式提供了Trojan Arxiv获得的$ r $ $变量估计值：1803.05406。
We prove the uniform oscillation and jump inequalities for the polynomial ergodic averages modeled over multi-dimensional subset of primes. These inequalities provide endpoints for the $r$-variational estimates obtained by Trojan arXiv:1803.05406.
