首页> 外文会议>WSEAS International Conferences >Order and Disorder, Entropy in Math, Science, Nature and the Arts
【24h】

Order and Disorder, Entropy in Math, Science, Nature and the Arts

机译:秩序和紊乱,数学,科学,自然和艺术的熵

获取原文

摘要

Often, science and engineering students have difficult time in viewing certain concepts in their holistic form. An example for such a concept is the concept of Entropy. Although it originated from the field of thermodynamics, the relation between order and disorder is a profound one and manifests itself in various fields, sometimes unrelated, such as math and science, nature and the arts. In the discipline of physics, the amount of disorder in a system has been quantified by the concept of Entropy. In the area of information theory it provides a quantitative measure of the amount of compression that may be achieved in a coding scheme and in nature it poses an intriguing question when we consider biological systems. In the arts, which is an unrelated field to the previously mentioned, entropy can be seen in the balance and the tension between the regular and irregular, the expected and the unexpected themes, which make a piece of art valuable. In this paper we provide some interesting insights into the concept of Entropy and its implications in the fields of physics, information theory, decision-making, nature and the arts.
机译:通常,科学和工程学生在他们的整体形式中观察某些概念时难以获得困难。这样一个概念的示例是熵的概念。虽然它起源于热力学领域,但是秩序与紊乱之间的关系是一个深刻的领域,在各种领域中表现出来,有时是无关的,例如数学和科学,性质和艺术。在物理学学科中,系统中的疾病量已经通过熵的概念量化。在信息理论领域,它提供了在编码方案中可以实现的压缩量的定量测量,并且在考虑生物系统时,它可以实现有趣的问题。在本领域中,这是前面提到的不相关领域,可以在平衡和常规和不规则的张力之间看到熵,预期和意外主题之间的张力,这使得一件艺术有价值。在本文中,我们为熵的概念及其对物理学,信息理论,决策,自然和艺术领域的影响提供了一些有趣的见解。

著录项

相似文献

  • 外文文献
  • 中文文献
  • 专利
获取原文

客服邮箱:kefu@zhangqiaokeyan.com

京公网安备:11010802029741号 ICP备案号:京ICP备15016152号-6 六维联合信息科技 (北京) 有限公司©版权所有
  • 客服微信

  • 服务号