Homotopy Type Theory dense strict order > history (Rev #2)


A strict order <\lt on a type AA is dense if for terms a:Aa:A and b:Ab:A, the open interval (a,b)(a, b) is inhabited

a:A,b:Aπ(a,b):(a,b)a:A, b:A \vdash \pi(a, b):\Vert(a, b)\Vert

See also

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