Homotopy Type Theory directed graph > history (Rev #2, changes)

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Definition

A binary relation endorelation over a type AA is a predicate \to \mapsto over the product type A×AA \times A. The type AA with the binary relation \to \mapsto is called a directed graph, the terms a:Aa:A are called nodes or vertices, and the dependent types aba \to b are called edges.

See also

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