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Linear Algebra as a Mathematical Apparatus of Threshold Synthesis of Digital Structures

机译:线性代数作为数字结构阈值合成的数学工具

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The theoretical and applied aspects of the new application of the well-known algebraic structure-linear algebra for the threshold synthesis of digital structures for various purposes are considered. The simple links between Boolean and linear algebras are shown, which enable to perform easily transformations of Boolean functions into a threshold form. The theoretical positions are illustrated by examples. The circuit solutions that realize the threshold element base are presented.
机译:考虑了公知的代数结构-线性代数用于各种目的的数字结构的阈值合成的新应用的理论和应用方面。显示了布尔代数和线性代数之间的简单链接,这些链接可以轻松地将布尔函数转换为阈值形式。实例说明了理论位置。提出了实现阈值元件基数的电路解决方案。

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