测度熵是分形几何中的一个重要概念。分形几何学是一门以不规则几何形态为研究对象的几何学。
Last, we give the ergodic decomposition of pre-image conditional measure-theoretic entropy.
最后，我们提供了逆像条件测度熵的遍历分解。
参考来源 - 捆绑逆像熵·2,447,543篇论文数据，部分数据来源于NoteExpress
分析了已有的序列线性复杂度分析方法，提出了用近似熵算法计算混沌运动的测度熵，作为衡量混沌伪随机序列复杂度的标准。
In this paper, the conventional pseudo-random sequence linear complexity is discussed, and a new criterion is proposed, based on the approximate entropy.
本文首先分析了当前模拟信号随机性测试技术，通过比较，说明使用熵测度对信号的随机性进行评价更加准确与科学。
Firstly, this paper analyzes the current analog signal random testing technology, and describes using entropy measure is more accurate and scientific to estimate the randomicity of signal by contrast.
本文从分形信息论观点出发，考察多重测度分形，导出基于分形熵比的多重分形维谱函数。
From the view of fractal information theory, the multifractal has been introduced, and the multifractal dimension spectrum function based on the fractal entropy has been investigated.
应用推荐