Study of Application of De-Morgan’s law in Modern Fields

Ranjini Saha
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Abstract

This paper discusses about the De-Morgan's Law, with both the conditions, the law re-lates the intersection and union of sets through complements. In propositional logic De-Morgan’s Laws relate conjunctions and disjunctions of propositions through nega-tion. Use of the law in Boolean algebra has been demonstrated through logic diagram and application of the law in other fields have been described, the paper also discusses about the law along with some examples to prove the law.
德-摩根定律在现代领域的应用研究
本文讨论了De-Morgan定律,在这两个条件下,该定律通过互补关系到集合的相交和并。在命题逻辑中,德摩尔根定律通过否定来描述命题的合取和析取。通过逻辑图解说明了该定律在布尔代数中的应用,并描述了该定律在其他领域的应用,本文还讨论了该定律并给出了一些例子来证明该定律。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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