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- Q638442 subject Q7470268.
- Q638442 subject Q8601382.
- Q638442 subject Q8601391.
- Q638442 abstract "A modal connective (or modal operator) is a logical connective for modal logic. It is an operator which forms propositions from propositions. In general, a modal operator has the "formal" property of being non-truth-functional, and is "intuitively" characterized by expressing a modal attitude (such as necessity, possibility, belief, or knowledge) about the proposition to which the operator is applied.".
- Q638442 wikiPageWikiLink Q108163.
- Q638442 wikiPageWikiLink Q1088088.
- Q638442 wikiPageWikiLink Q1347436.
- Q638442 wikiPageWikiLink Q179289.
- Q638442 wikiPageWikiLink Q186531.
- Q638442 wikiPageWikiLink Q210841.
- Q638442 wikiPageWikiLink Q211790.
- Q638442 wikiPageWikiLink Q302542.
- Q638442 wikiPageWikiLink Q315562.
- Q638442 wikiPageWikiLink Q3311695.
- Q638442 wikiPageWikiLink Q34394.
- Q638442 wikiPageWikiLink Q35120.
- Q638442 wikiPageWikiLink Q3737844.
- Q638442 wikiPageWikiLink Q4716510.
- Q638442 wikiPageWikiLink Q523607.
- Q638442 wikiPageWikiLink Q669180.
- Q638442 wikiPageWikiLink Q7470268.
- Q638442 wikiPageWikiLink Q781546.
- Q638442 wikiPageWikiLink Q8601382.
- Q638442 wikiPageWikiLink Q8601391.
- Q638442 wikiPageWikiLink Q9081.
- Q638442 wikiPageWikiLink Q913874.
- Q638442 comment "A modal connective (or modal operator) is a logical connective for modal logic. It is an operator which forms propositions from propositions. In general, a modal operator has the "formal" property of being non-truth-functional, and is "intuitively" characterized by expressing a modal attitude (such as necessity, possibility, belief, or knowledge) about the proposition to which the operator is applied.".
- Q638442 label "Modal operator".