Homotopy Type Theory distributive lattice > history (Rev #5, changes)

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< distributive lattice


A distributive lattice is a lattice (L,,,,,)(L, \leq, \bot, \vee, \top, \wedge) with

  • a family of dependent terms
    a:L,b:L,c:La(bc)=(ab)(ac)a:L, b:L, c: L \vdash a \wedge (b \vee c) = (a \wedge b) \vee (a \wedge c)

representing the distributive property for the lattice.

See also


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