论文标题
典型的持续分数扩展中的质数
Prime numbers in typical Continued Fraction Expansions
论文作者
论文摘要
我们从度数理论的角度和（无限）的赤乳理论的角度研究，概率定律，概率定律是质数作为数字的数字持续扩展中的数字的数字。
We study, from the viewpoint of metrical number theory and (infinite) ergodic theory, the probabilistic laws governing the occurrence of prime numbers as digits in continued fraction expansions of real numbers.
