着重讨论了从三个层次研究核酸序列复杂性的问题。
The discussion is emphasized on the problem of complexity of nucleotide sequences.
在编程语言中添加的这种复杂性并不十分奇怪，事实上是非常正常的事情。但是，它经常是导致XML消息序列化失败的起因。
This added complexity isn't significant in a programming language and is quite a natural thing to do in reality, but it's the frequent source of the XML message serialization failure.
根据特征模式复杂性，可分为频繁项模式、频繁序列模式以及频繁子树模式等。
According to the complexity of pattern, the mined characteristic patterns could be sorted as frequent item, frequent sequence and frequent sub tree, etc.
这一概念是对线性偏自相关的一般化，由它可以得到度量时间序列预测复杂性的定量方法。
By means of it, we could get the quantitative method to measure the intrinsic prediction complexity of time series.
其结果符合它们真实的演化关系，说明了LZ复杂性距离定量刻画符号序列间差异的有效性。
Results showed high correspondence to their real evolution as well as the validity of LZ complexity distance in quantitatively detecting dissimilarities between symbol sequences.
这一概念是对线性偏自相关的一般化，由它可以得到度量时间序列预测复杂性的定量方法。
The concept is the generalization of partial autocorrelation. By means of it, we could get the quantitative method to measure the intrinsic prediction complexity of time series.
本文通过采用复杂性理论中的复杂性测度，对黄河干流不同水文站的河川径流序列进行诊断分析。
Based on the complexity measure of complexity theory the river runoff series of different hydrology stations in mainstream of the Yellow river is diagnoses.
证明了基于并行计算的线性空间算法的在进行长序列比对时，时间复杂性优于经典的线性空间算法。
It testified that linear space algorithm based on parallel computing is superior to classical linear space algorithm in time complexity.
基于条件LZ复杂性，定义了非空序列间的LZ复杂性距离。
LZ complexity distance measure between two nonnull sequences was defined based on the condition LZ complexity.
序列的导数是刻画和分析序列的复杂性以及线性码深度分布的重要工具。
The derivative of sequences is an important tool to depict and analyze the complexity of sequences and the depth distribution of linear codes.
序列的导数是刻画和分析序列的复杂性以及线性码深度分布的重要工具。
The derivative of sequences is an important tool to depict and analyze the complexity of sequences and the depth distribution of linear codes.
应用推荐