Statistics of chaotic binary sequences 论文
1997IEEE Transactions on Information Theory引用 277
Mathematical Dynamics and FractalsChaos-based Image/Signal EncryptionCellular Automata and Applications
详细信息
- 发表期刊/会议
- IEEE Transactions on Information Theory
- 发表日期
- 1997-01-01
- 发表年份
- 1997
关键词
Mathematical Dynamics and FractalsChaos-based Image/Signal EncryptionCellular Automata and Applications
摘要
Statistical properties of binary sequences generated by a class of ergodic maps with some symmetric properties are discussed on the basis of an ensemble-average technique. We give a simple sufficient condition for such a class of maps to produce a fair Bernoulli sequence, that is, a sequence of independent and identically distributed (i.i.d.) binary random variables. This condition is expressed in terms of binary function, which is a generalized version of the Rademacher function for the dyadic map.