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- Q5499761 subject Q7139261.
- Q5499761 subject Q8471951.
- Q5499761 abstract "In mathematics, a free Boolean algebra is a Boolean algebra with a distinguished set of elements, called generators, such that:Each element of the Boolean algebra can be expressed as a finite combination of generators, using the Boolean operations, andThe generators are as independent as possible, in the sense that there are no relationships among them (again in terms of finite expressions using the Boolean operations) that do not hold in every Boolean algebra no matter which elements are chosen.".
- Q5499761 thumbnail Hasse2Free.png?width=300.
- Q5499761 wikiPageWikiLink Q1070472.
- Q5499761 wikiPageWikiLink Q108163.
- Q5499761 wikiPageWikiLink Q1166774.
- Q5499761 wikiPageWikiLink Q1636734.
- Q5499761 wikiPageWikiLink Q163875.
- Q5499761 wikiPageWikiLink Q1651704.
- Q5499761 wikiPageWikiLink Q175116.
- Q5499761 wikiPageWikiLink Q177646.
- Q5499761 wikiPageWikiLink Q1813899.
- Q5499761 wikiPageWikiLink Q18386550.
- Q5499761 wikiPageWikiLink Q185478.
- Q5499761 wikiPageWikiLink Q205140.
- Q5499761 wikiPageWikiLink Q217413.
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- Q5499761 wikiPageWikiLink Q261484.
- Q5499761 wikiPageWikiLink Q2646117.
- Q5499761 wikiPageWikiLink Q320369.
- Q5499761 wikiPageWikiLink Q357858.
- Q5499761 wikiPageWikiLink Q370085.
- Q5499761 wikiPageWikiLink Q395.
- Q5499761 wikiPageWikiLink Q4049983.
- Q5499761 wikiPageWikiLink Q42989.
- Q5499761 wikiPageWikiLink Q441223.
- Q5499761 wikiPageWikiLink Q465654.
- Q5499761 wikiPageWikiLink Q4973304.
- Q5499761 wikiPageWikiLink Q5051820.
- Q5499761 wikiPageWikiLink Q616653.
- Q5499761 wikiPageWikiLink Q621542.
- Q5499761 wikiPageWikiLink Q643669.
- Q5499761 wikiPageWikiLink Q7139261.
- Q5499761 wikiPageWikiLink Q8471951.
- Q5499761 wikiPageWikiLink Q864475.
- Q5499761 comment "In mathematics, a free Boolean algebra is a Boolean algebra with a distinguished set of elements, called generators, such that:Each element of the Boolean algebra can be expressed as a finite combination of generators, using the Boolean operations, andThe generators are as independent as possible, in the sense that there are no relationships among them (again in terms of finite expressions using the Boolean operations) that do not hold in every Boolean algebra no matter which elements are chosen.".
- Q5499761 label "Free Boolean algebra".
- Q5499761 depiction Hasse2Free.png.