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Application of Fuzzy C-Means Clustering and Genetic Algorithm in the Fabrication of Circuit Board

机译:模糊C均值聚类和遗传算法在电路板制造中的应用

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Real world problems are full of uncertainty. Probability theory can deal with uncertainty up to a certain limit. After Newtonian mechanics, physicists along with mathematicians were trying to formulate a wide variety of theories of probability. Today also there exist relative frequency theory and the personalistic or subjectivist theory which are among the most popular ones but probability theory demands equally likely and mutually exclusive outcomes as well. Actual real world problems like optimization of laser drilling time of circuit boards, cannot be solved by the theories of probability though having uncertainty. Uncertainty is in another way just the inverse of information we have about any system. The more complex a system becomes, the less certain we can be in proper analysis of that system, its formulation and solution. Imprecise human reasoning forms the basis of our initial understanding of most physical processes but computers should be provided with precise and quantified quantities of information. The efficacy of fuzzy logic can be judged in this criterion. This context is for analyzing and ascertaining the optimality of using fuzzy logic along with genetic algorithm, while minimizing the laser drilling time of circuit boards.
机译:现实世界中的问题充满不确定性。概率论可以处理不确定性达到一定的极限。在牛顿力学之后,物理学家与数学家一起试图建立各种各样的概率论。如今,也存在相对频率理论和个人主义或主观主义理论,它们是最受欢迎的理论之一,但概率论也同样要求可能性和相互排斥的结果。尽管存在不确定性,但概率论无法解决实际的现实世界中的问题,例如优化电路板的激光打孔时间。不确定性以另一种方式只是我们拥有的有关任何系统的信息的逆。一个系统变得越复杂,就越无法确定该系统,其形式和解决方案的正确分析。不精确的人为推理构成了我们对大多数物理过程的初步理解的基础,但应为计算机提供精确和量化的信息。可以根据该标准来判断模糊逻辑的有效性。此上下文用于分析和确定使用模糊逻辑和遗传算法的最优性,同时最大程度地减少电路板的激光打孔时间。

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