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Research on Principle and Application of Maximum Entropy

机译:最大熵原理与应用研究

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Entropy is a measure of the degree of chaos in the system which comes from physics. Then scientists proposed information entropy form a mathematical perspective. Later, it discovered the relationship between entropy and information entropy. This broke down the barriers between disciplines and derived many related conceptual principles. Among them, the principle of maximum entropy is widely used in disciplines such as finance, computer, etc. and many applications and technologies based on it was emerged. This paper introduces the principle of entropy and maximum entropy principle and reviews the application and development of the maximum entropy principle in analysis of clustering, decision and spectrum. Drawing upon our literature survey this paper presents a new application of maximum entropy principle, called elastic net of clustering based on maximum entropy (ENCM), which applies the maximum entropy principle to elastic net to change the objective function to solve clustering. Experiments verify that this method could effectively improve the result of clustering.
机译:熵是物理学中系统混乱程度的度量。然后,科学家从数学角度提出了信息熵。后来,它发现了熵和信息熵之间的关系。这打破了学科之间的壁垒,并推导了许多相关的概念性原理。其中,最大熵原理被广泛应用于金融,计算机等学科,并出现了许多基于它的应用和技术。本文介绍了熵原理和最大熵原理,并回顾了最大熵原理在聚类,决策和频谱分析中的应用和发展。借助我们的文献调查,本文提出了一种最大熵原理的新应用,称为基于最大熵的聚类弹性网(ENCM),该方法将最大熵原理应用于弹性网以改变目标函数来解决聚类问题。实验证明,该方法可以有效改善聚类结果。

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