TheHoTTGame/1FundamentalGroup/Shelf/questExtras.agda
2021-10-02 14:59:07 +01:00

13 lines
294 B
Agda

¬isSetS¹ : isSet
¬isSetS¹ = {!!}
¬isPropS¹ : isProp
¬isPropS¹ = {!!}
-------------solutions------
¬isSetS¹ : isSet
¬isSetS¹ h = Refl≢loop (h base base Refl loop)
¬isPropS¹ : isProp
¬isPropS¹ h = ¬isSetS¹ (isProp→isSet h)