论文标题
沿多个变量和质数的多项式沿多项式混乱的平均混乱
Mean Li-Yorke chaos along polynomials of several variables and prime numbers
论文作者
论文摘要
在本文中，对于任何给定的多项式，通过分析沿多个变量和质量数的多项式沿多项式平均值的限制行为，我们证明，对于拓扑动态系统，正熵意味着平均li-oke沿着几个变量和数字的多项式多项式沿着非恒定的多项式和素数。
In this paper, for any given polynomial, by analyzing the limiting behavior of ergodic averages along polynomials of several variables and prime numbers, we prove that for a topology dynamical system, positive entropy implies mean Li-Yoke chaos along non-constant polynomials of several variables and prime numbers.
