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Information processing and Bayesian analysis

机译:信息处理与贝叶斯分析

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摘要

Science involves learning from data. Herein this process of learning or information processing is considered within the context of optimal information processing, as in Zellner (1988, 1991, 1997). Information criterion functionals are formulated andoptimized to provide optimal information processing rules, one of which is Bayes' theorem. By varying the inputs and using alternative side conditions, various optimal information processing rules are derived and evaluated. Generally output information =input information for these rules and thus they are 100 percent efficient learning rules. When different weights or costs are associated with alternative inputs, "anchoring" like effects, much emphasized in the psychological literature are the results of optimal information processing procedures. Further, dynamic information processing results are reviewed and extensions noted. Last, some implications of the information processing approach for learning from data will be discussed.
机译:科学涉及从数据中学习。在这里,学习或信息处理的过程被认为是在最佳信息处理的背景下进行的,如Zellner(1988,1991,1997)。制定并优化了信息标准功能,以提供最佳的信息处理规则,其中之一就是贝叶斯定理。通过改变输入并使用替代的附带条件,可以得出和评估各种最佳信息处理规则。通常,这些规则的输出信息=输入信息,因此它们是100%有效的学习规则。当不同的权重或成本与替代性输入相关联时,“锚定”效应如心理学文献中所强调的就是最佳信息处理程序的结果。此外,审查了动态信息处理结果并记录了扩展名。最后,将讨论信息处理方法对于从数据中学习的一些含义。

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