摘要
The distribution of 0 and 1 is studied in the highest level ae-1, of primitive sequences over . / (2(?) ), and the upper and lower bounds on the ratio of the number of 0 to the number of 1 in one period of ae-1 are obtained. It is revealed that the larger e is, the closer to 1 the ratio will be.
The distribution of 0 and 1 is studied in the highest level ae-1, of primitive sequences over . / (2(?) ), and the upper and lower bounds on the ratio of the number of 0 to the number of 1 in one period of ae-1 are obtained. It is revealed that the larger e is, the closer to 1 the ratio will be.
基金
Project supported by the State Key Laboratory of Information Security,Graduate School of Chinese Academy of Sciences.
