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mere_proposition [2014/11/10 20:05] nikolaj |
mere_proposition [2014/11/10 20:05] nikolaj |
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| ===== Mere proposition ===== | ===== Mere proposition ===== | ||
| ==== Type ==== | ==== Type ==== | ||
| - | $isProp(A):={\large\Pi}_{x,y:A}Id_A(x,y)$ | + | $isProp(A):={\large\Pi}_{x,y:A}Path_A(x,y)$ |
| ==== Discussion ==== | ==== Discussion ==== | ||
| In HoTT, a type is a proposition iff all its terms are equal. Roughly, this means it has zero or one term. | In HoTT, a type is a proposition iff all its terms are equal. Roughly, this means it has zero or one term. | ||
