论文标题
常规Toeplitz subfrifts的质数定理
Prime number theorem for regular Toeplitz subshifts
论文作者
论文摘要
我们证明，普通的toeplitz subshifts类中既不是prime也不是{l- l-ally prime}编号定理。但是，{假定规律性相对于涉及欧拉（Euler）基本函数的周期性结构的定量加强}，则两个定理会保持。
We prove that neither a prime nor {an l-almost prime} number theorem hold in the class of regular Toeplitz subshifts. But, {when a quantitative strengthening of the regularity with respect to the periodic structure involving Euler's totient function is assumed}, then the two theorems hold.
