The comparison between continuous information source and memoryless gaussian information source and some strong deviation theorems 信源的比较及若干强偏差定理
In chapter 4 , the purpose of this chapter is to establish a kind of strong deviation theorems of functional for the sequences of arbitrary continuous random variables , by using the conception of log likelihood ratio , and extend the strong deviation theorems on the differential entropy for dependent arbitrary continuous information sources on the the probability space ( , . f , p ) 使得对于在概率空间( , f , p )上的任意连续型信源的微分熵的强偏差定理是本文的推论;第五章,总结本文的主要结论。