Converse relation: Revision history


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  • curprev 01:0901:09, 2 April 2022Nbrader talk contribs 9,645 bytes −343 Removed nonsensical comment. The set of all subsets of U is the power set of U, P(U). This means "The power set of all subsets of U" would be P(P(U)). If this is the domain of discourse for the converse of set membership and the RHS is a subset of this domain of discourse then the RHS would be an element of P(P(P(U))). This is clearly false. In truth, the domain of either sides just flips to the other in the converse. undo

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  • curprev 19:3519:35, 24 July 2021Mgkrupa talk contribs 9,972 bytes +227 No information was added, removed, or changed. Only copy editing to make this article more compliant with MOS:MATH and WP:ACCESSIBILITY. Minor rewording/rearranging/fixes. Spell out abbreviations s.t./iff/i.e./can't/... and symbols ∀∃⇔⇒∨∧¬ (exceptions for e.g. formal logic). Try to write complete sentences. Avoid we/one/us/clearly/note/... Avoid symbols that might not render correctly in some browsers like Unicode ∪∩≠≤→∈∑⊕√∞ or σℱ𝔉𝔽ℝℂℕ by e.g. replacing them with LaTeX. undo
  • curprev 19:1319:13, 24 July 2021Mgkrupa talk contribsm 9,745 bytes +60 Added links to the See also section undo

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