具有分离性的隐含半群的共滤

D. Romano
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引用次数: 3

摘要

本研究的背景是毕晓普的建构性数学——一种基于直觉逻辑和毕晓普数学的原则哲学取向的数学。作者在最近发表的两篇文章中介绍并分析了具有分离性的隐含半群。本文作为研究[26,27]的延续,利用该类半群的一类特殊子集描述了具有分离性的隐含半群中的协滤波器。2010数学学科分类:03F65、20M12、06F05、06A06、06A12。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
ON CO-FILTERS OF IMPLICATIVE SEMIGROUPS WITH APARTNESS
The setting of this research is the Bishop’s constructive mathematics a mathematics based on the Intuitionistic Logic and principled-philosophical orientation of Bishop’s mathematics. Implicative semigroups with apartness introduced and analyzed by this author in his two recently published articles. In this paper, as a continuation of the research [26, 27], a description of co-filters was made in an implicative semigroup with apartness using one class of special subsets of such semi-group. 2010 Mathematics Subject Classification: 03F65, 20M12, 06F05, 06A06, 06A12.
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