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Entropy could be regarded as a measuremcnt of disorderness of a system, but entropy concepts at different levels must be distinguished for complex systems.

熵能作为系统无序度的量度,但对复杂系统必须区分不同层次上的熵概念;2。

Chapter 4 gives an iterative maximum entropy rcgularization reconstruction method using the generalized Shannon entropy as the regularizer.

第四章中论述了使用广义Shannon熵作为正则化函数的迭代最大熵重建方法。

When the diffusion matrix is symmetric and locally uniform positive definite, we prove that the solution tends to the thermal equilibrium state exponentially in L〓 norm and relative entropy.

当扩散矩阵对称且局部一致正定时,利用熵方法证明了其解在L〓或相对熵意义下指数衰减到热平衡状态,并且能明确的计算出收敛速率。

In addition, with the use of the parameters such as entropy, cross entropy, mutual information, root mean square error and peak to peak signal to noise ratio, the performance of the fusion scheme is evaluated and analyzed.

此外,利用熵、交叉熵、互信息、均方根误差、峰值信噪比等参量,对该融合方法的融合性能进行了评价与分析。

Thus entropy has the unusual property that it is not conserved, as energy is, but monotonically increases over time.

因此熵具有和能量一样不寻常的性质:熵不能保存而是随时间单调增加。

In Chapter 4, using the points of view of dissipative theory, the dissipative structure characteristics of ecological-economic system in the Changjiang River basin is analyzed, the development course and evolution characteristic of the ecological-economic system in the Changjiang River basin is demonstrated, and at last the negentropy sources and the entropy value of the ecological-economic system in the Changjiang River basin is radicated.

第四章运用耗散结构观分析研究了长江流域生态经济系统耗散结构特征,并用耗散结构理论论证了长江流域生态经济系统演变过程与演化特征,最后确立了长江流域生态经济系统的负熵源与熵值。

There is an entropic margin, namely entropic potential energy, between complicated system and simple sy...

在同一性质的复杂系统和简单系统之间存在着熵值差——熵势。

There is an entropic margin, namely entropic potential energy, between complicated system and simple system if they have same property.

在同一性质的复杂系统和简单系统之间存在着熵值差——熵势。

In this paper we prove that the global existence theorems of the solutions to Cauchy problem for a class of quasilinear parapolic systems, by using of the entropy-entropy flux .

本文通过引进熵-熵流对,证明了一类拟线性抛物方程组Cauchy问题解的整体存在性定理。

We find that the Kerr effect will decrease the atomic information entropy.

通过计算得到了原子信息熵随时间的演化特性,分析表明Kerr效应越大,原子信息熵明显减小。

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