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Computational Intelligence: Extended Truth Tables and Fuzzy Normal Forms

机译:计算智能:扩展真理表和模糊正常形式

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Our native intelligence captures and encodes our knowledge into oru bilogical neural networks, and communicates them to the external worldvia linguistic expressions of an tural language. These linguistic expressins are naturally constrained by syntax and semantics of a given natural language and its cultural base of abstractions. Next, an accepted scientific paradigm and its language further restricts these linguistic expressions when propositional and predicate expressions are formulated in order to express either assumed or observed relationships between elements of a given domain of concern. Finally the symbols are represented with numbers in order to enable a computationla aparatus to execute those assumed or observed relationships within the uniqueness of a given numerical sclae. In this manner, our knowledge of a particular system's behavior patterns are first expressed in a linguistic form and then transformed into computational expressins through at least two sets of major transformations stated above, i.e., first from language to formulae next from formulae to numbers.
机译:我们的本机智能捕获并将我们的知识编码为Oru Bilogical神经网络,并将它们传达给Tural语言的外部世界语言表达。这些语言表达自然受到给定自然语言的语法和语义及其文化的抽象基础。接下来,当制定命题和谓词表达式时,接受的科学范式及其语言进一步限制了这些语言表达,以便表达所关注的给定领域的元素之间的假设或观察到的关系。最后,符号用数字表示,以便使得计算器aparatus能够执行在给定数值Sclae的唯一性内的假设或观察到的关系。以这种方式,我们对特定系统行为模式的知识首先以语言形式表达,然后通过上面规定的至少两组主要变换,即,从语言到数字到数字到公式中的任何一组主要变换转换为计算excientins。

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